aertslab / pySCENIC

pySCENIC is a lightning-fast python implementation of the SCENIC pipeline (Single-Cell rEgulatory Network Inference and Clustering) which enables biologists to infer transcription factors, gene regulatory networks and cell types from single-cell RNA-seq data.
http://scenic.aertslab.org
GNU General Public License v3.0
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Binarization error #174

Closed wangjiawen2013 closed 1 year ago

wangjiawen2013 commented 4 years ago

Hi, how to use binarization.py in jupyter notebook and shell ? I ran auc_mtx_binary = binarize(auc_mtx,num_workers=15) in jupyter notebook Some warnings and errors occured: /home/wangjw/bin/miniconda3/envs/scenic/lib/python3.6/site-packages/pyscenic/diptest.py:30: RuntimeWarning: divide by zero encountered in true_divide slopes = (work_cdf[1:] - work_cdf[0]) / distances /home/wangjw/bin/miniconda3/envs/scenic/lib/python3.6/site-packages/pyscenic/diptest.py:30: RuntimeWarning: divide by zero encountered in true_divide slopes = (work_cdf[1:] - work_cdf[0]) / distances /home/wangjw/bin/miniconda3/envs/scenic/lib/python3.6/site-packages/pyscenic/diptest.py:30: RuntimeWarning: divide by zero encountered in true_divide slopes = (work_cdf[1:] - work_cdf[0]) / distances /home/wangjw/bin/miniconda3/envs/scenic/lib/python3.6/site-packages/pyscenic/diptest.py:30: RuntimeWarning: divide by zero encountered in true_divide slopes = (work_cdf[1:] - work_cdf[0]) / distances RemoteTraceback Traceback (most recent call last) RemoteTraceback: """ Traceback (most recent call last): File "/home/wangjw/bin/miniconda3/envs/scenic/lib/python3.6/multiprocessing/pool.py", line 119, in worker result = (True, func(*args, **kwds)) File "/home/wangjw/bin/miniconda3/envs/scenic/lib/python3.6/multiprocessing/pool.py", line 47, in starmapstar return list(itertools.starmap(args[0], args[1])) File "/home/wangjw/bin/miniconda3/envs/scenic/lib/python3.6/site-packages/pyscenic/binarization.py", line 52, in derivethreshold if not isbimodal(data, method): File "/home/wangjw/bin/miniconda3/envs/scenic/lib/python3.6/site-packages/pyscenic/binarization.py", line 43, in isbimodal , pval, = diptst(np.msort(data)) File "/home/wangjw/bin/miniconda3/envs/scenic/lib/python3.6/site-packages/pyscenic/diptest.py", line 53, in diptst d, (, idxs, left, , right, ) = dip_fn(dat, is_hist) File "/home/wangjw/bin/miniconda3/envs/scenic/lib/python3.6/site-packages/pyscenic/diptest.py", line 115, in dip_fn xl = left_touchpoints[d_left == left_diffs][0] IndexError: index 0 is out of bounds for axis 0 with size 0 """

The above exception was the direct cause of the following exception:

IndexError Traceback (most recent call last) in ----> 1 auc_mtx_binary = binarize(auc_mtx,num_workers=15)

~/bin/miniconda3/envs/scenic/lib/python3.6/site-packages/pyscenic/binarization.py in binarize(auc_mtx, threshold_overides, seed, num_workers) 77 thrs = p.starmap( derive_threshold, [ (auc_mtx, c, seed) for c in auc_mtx.columns ] ) 78 return pd.Series(index=auc_mtx.columns, data=thrs) ---> 79 thresholds = derive_thresholds(auc_mtx) 80 if threshold_overides is not None: 81 thresholds[list(threshold_overides.keys())] = list(threshold_overides.values())

~/bin/miniconda3/envs/scenic/lib/python3.6/site-packages/pyscenic/binarization.py in derive_thresholds(auc_mtx, seed) 75 def derive_thresholds(auc_mtx, seed=seed): 76 with Pool( processes=num_workers ) as p: ---> 77 thrs = p.starmap( derive_threshold, [ (auc_mtx, c, seed) for c in auc_mtx.columns ] ) 78 return pd.Series(index=auc_mtx.columns, data=thrs) 79 thresholds = derive_thresholds(auc_mtx)

~/bin/miniconda3/envs/scenic/lib/python3.6/multiprocessing/pool.py in starmap(self, func, iterable, chunksize) 272 func and (a, b) becomes func(a, b). 273 ''' --> 274 return self._map_async(func, iterable, starmapstar, chunksize).get() 275 276 def starmap_async(self, func, iterable, chunksize=None, callback=None,

~/bin/miniconda3/envs/scenic/lib/python3.6/multiprocessing/pool.py in get(self, timeout) 642 return self._value 643 else: --> 644 raise self._value 645 646 def _set(self, i, obj):

~/bin/miniconda3/envs/scenic/lib/python3.6/multiprocessing/pool.py in worker() 117 job, i, func, args, kwds = task 118 try: --> 119 result = (True, func(*args, **kwds)) 120 except Exception as e: 121 if wrap_exception and func is not _helper_reraises_exception:

~/bin/miniconda3/envs/scenic/lib/python3.6/multiprocessing/pool.py in starmapstar() 45 46 def starmapstar(args): ---> 47 return list(itertools.starmap(args[0], args[1])) 48 49 #

~/bin/miniconda3/envs/scenic/lib/python3.6/site-packages/pyscenic/binarization.py in derive_threshold() 50 return gmm2.bic(X) <= gmm1.bic(X) 51 ---> 52 if not isbimodal(data, method): 53 # For a unimodal distribution the threshold is set as mean plus two standard deviations. 54 return data.mean() + 2.0*data.std()

~/bin/miniconda3/envs/scenic/lib/python3.6/site-packages/pyscenic/binarization.py in isbimodal() 41 if method == 'hdt': 42 # Use Hartigan's dip statistic to decide if distribution deviates from unimodality. ---> 43 , pval, = diptst(np.msort(data)) 44 return (pval is not None) and (pval <= 0.05) 45 else:

~/bin/miniconda3/envs/scenic/lib/python3.6/site-packages/pyscenic/diptest.py in diptst() 51 """ diptest with pval """ 52 # sample dip ---> 53 d, (, idxs, left, , right, _) = dip_fn(dat, is_hist) 54 55 # simulate from null uniform

~/bin/miniconda3/envs/scenic/lib/python3.6/site-packages/pyscenic/diptest.py in dip_fn() 113 d = d_right 114 else: --> 115 xl = left_touchpoints[d_left == left_diffs][0] 116 xr = right_touchpoints[right_touchpoints >= xl][0] 117 d = d_left

IndexError: index 0 is out of bounds for axis 0 with size 0

wangjiawen2013 commented 4 years ago

My dataset have 59847 rows and 401 columns, I can run binarization with top 10000 rows and 401 columns successfully, and top 40000 rows or random sample 40000 rows from the dataset worked well too. However, the full dataset failed to run. May be there are some potential bugs in diptest, or this is only a occasional case specific to the dataset. Finally, I sampled 40000 cells randomly to generated the thresholds, then used (auc_mtx > thresholds).astype(int) to get the binarized auc matrix for all 59847 cells approximately

wangjiawen2013 commented 4 years ago

Besides, theere are no good documentation on binarization, for example, the "seed" parameter in derive_threshold() are not well explained, and some tutorials are needed.

wangjiawen2013 commented 4 years ago

here is my conda env:

Name Version Build Channel

_libgcc_mutex 0.1 conda_forge conda-forge _openmp_mutex 4.5 0_gnu conda-forge arboreto 0.1.5 pypi_0 pypi attrs 19.3.0 pypi_0 pypi backcall 0.1.0 py_0 conda-forge bokeh 2.0.1 py36h9f0ad1d_0 conda-forge boltons 20.1.0 pypi_0 pypi ca-certificates 2020.4.5.1 hecc5488_0 conda-forge certifi 2020.4.5.1 py36h9f0ad1d_0 conda-forge click 7.1.2 pyh9f0ad1d_0 conda-forge cloudpickle 1.4.1 py_0 conda-forge cycler 0.10.0 py_2 conda-forge cytoolz 0.10.1 py36h516909a_0 conda-forge dask 1.0.0 py_1 conda-forge dask-core 1.0.0 py_0 conda-forge dbus 1.13.6 he372182_0 conda-forge decorator 4.4.2 py_0 conda-forge dill 0.3.1.1 pypi_0 pypi distributed 1.28.1 py36_0 conda-forge expat 2.2.9 he1b5a44_2 conda-forge fontconfig 2.13.1 h86ecdb6_1001 conda-forge freetype 2.10.2 he06d7ca_0 conda-forge frozendict 1.2 pypi_0 pypi gettext 0.19.8.1 hc5be6a0_1002 conda-forge glib 2.64.2 h6f030ca_1 conda-forge gst-plugins-base 1.14.5 h0935bb2_2 conda-forge gstreamer 1.14.5 h36ae1b5_2 conda-forge h5py 2.10.0 pypi_0 pypi heapdict 1.0.1 py_0 conda-forge icu 64.2 he1b5a44_1 conda-forge interlap 0.2.6 pypi_0 pypi ipython 7.14.0 py36h9f0ad1d_0 conda-forge ipython_genutils 0.2.0 py_1 conda-forge jedi 0.17.0 py36h9f0ad1d_0 conda-forge jinja2 2.11.2 pyh9f0ad1d_0 conda-forge joblib 0.15.1 pypi_0 pypi jpeg 9c h14c3975_1001 conda-forge kiwisolver 1.2.0 py36hdb11119_0 conda-forge ld_impl_linux-64 2.34 h53a641e_0 conda-forge libblas 3.8.0 14_openblas conda-forge libcblas 3.8.0 14_openblas conda-forge libclang 9.0.1 default_hde54327_0 conda-forge libffi 3.2.1 he1b5a44_1007 conda-forge libgcc-ng 9.2.0 h24d8f2e_2 conda-forge libgfortran-ng 7.5.0 hdf63c60_6 conda-forge libgomp 9.2.0 h24d8f2e_2 conda-forge libiconv 1.15 h516909a_1006 conda-forge liblapack 3.8.0 14_openblas conda-forge libllvm9 9.0.1 he513fc3_1 conda-forge libopenblas 0.3.7 h5ec1e0e_6 conda-forge libpng 1.6.37 hed695b0_1 conda-forge libstdcxx-ng 9.2.0 hdf63c60_2 conda-forge libtiff 4.1.0 hc7e4089_6 conda-forge libuuid 2.32.1 h14c3975_1000 conda-forge libwebp-base 1.1.0 h516909a_3 conda-forge libxcb 1.13 h14c3975_1002 conda-forge libxkbcommon 0.10.0 he1b5a44_0 conda-forge libxml2 2.9.10 hee79883_0 conda-forge llvmlite 0.32.1 pypi_0 pypi locket 0.2.0 py_2 conda-forge loompy 3.0.6 pypi_0 pypi lz4-c 1.9.2 he1b5a44_1 conda-forge markupsafe 1.1.1 py36h8c4c3a4_1 conda-forge matplotlib 3.2.1 0 conda-forge matplotlib-base 3.2.1 py36hb8e4980_0 conda-forge msgpack-python 0.6.2 py36hc9558a2_0 conda-forge multiprocessing-on-dill 3.5.0a4 pypi_0 pypi ncurses 6.1 hf484d3e_1002 conda-forge networkx 2.4 pypi_0 pypi nspr 4.25 he1b5a44_0 conda-forge nss 3.47 he751ad9_0 conda-forge numba 0.49.1 pypi_0 pypi numpy 1.18.4 py36h7314795_0 conda-forge numpy-groupies 0+unknown pypi_0 pypi olefile 0.46 py_0 conda-forge openssl 1.1.1g h516909a_0 conda-forge packaging 20.1 py_0 conda-forge pandas 0.25.3 py36hb3f55d8_0 conda-forge parso 0.7.0 pyh9f0ad1d_0 conda-forge partd 1.1.0 py_0 conda-forge patsy 0.5.1 py_0 conda-forge pcre 8.44 he1b5a44_0 conda-forge pexpect 4.8.0 py36h9f0ad1d_1 conda-forge pickleshare 0.7.5 py36h9f0ad1d_1001 conda-forge pillow 7.1.2 py36h8328e55_0 conda-forge pip 20.1 pyh9f0ad1d_0 conda-forge prompt-toolkit 3.0.5 py_0 conda-forge psutil 5.7.0 py36h8c4c3a4_1 conda-forge pthread-stubs 0.4 h14c3975_1001 conda-forge ptyprocess 0.6.0 py_1001 conda-forge pyarrow 0.16.0 pypi_0 pypi pygments 2.6.1 py_0 conda-forge pyparsing 2.4.7 pyh9f0ad1d_0 conda-forge pyqt 5.12.3 py36haa643ae_3 conda-forge pyqt5-sip 4.19.18 pypi_0 pypi pyqtchart 5.12 pypi_0 pypi pyqtwebengine 5.12.1 pypi_0 pypi pyscenic 0.10.1 pypi_0 pypi python 3.6.10 h8356626_1011_cpython conda-forge python-dateutil 2.8.1 py_0 conda-forge python_abi 3.6 1_cp36m conda-forge pytz 2020.1 pyh9f0ad1d_0 conda-forge pyyaml 5.3.1 py36h8c4c3a4_0 conda-forge qt 5.12.5 hd8c4c69_1 conda-forge readline 8.0 hf8c457e_0 conda-forge scikit-learn 0.23.0 pypi_0 pypi scipy 1.4.1 py36h2d22cac_3 conda-forge seaborn 0.10.1 py_0 conda-forge setuptools 46.3.1 py36h9f0ad1d_0 conda-forge six 1.14.0 py_1 conda-forge sortedcontainers 2.1.0 py_0 conda-forge sqlite 3.30.1 hcee41ef_0 conda-forge statsmodels 0.11.1 py36h8c4c3a4_1 conda-forge tbb 2020.0.133 pypi_0 pypi tblib 1.6.0 py_0 conda-forge threadpoolctl 2.0.0 pypi_0 pypi tk 8.6.10 hed695b0_0 conda-forge toolz 0.10.0 py_0 conda-forge tornado 6.0.4 py36h8c4c3a4_1 conda-forge tqdm 4.46.0 pypi_0 pypi traitlets 4.3.3 py36h9f0ad1d_1 conda-forge typing_extensions 3.7.4.2 py_0 conda-forge umap-learn 0.4.3 pypi_0 pypi wcwidth 0.1.9 pyh9f0ad1d_0 conda-forge wheel 0.34.2 py_1 conda-forge xorg-libxau 1.0.9 h14c3975_0 conda-forge xorg-libxdmcp 1.1.3 h516909a_0 conda-forge xz 5.2.5 h516909a_0 conda-forge yaml 0.2.4 h516909a_0 conda-forge zict 2.0.0 py_0 conda-forge zlib 1.2.11 h516909a_1006 conda-forge zstd 1.4.4 h6597ccf_3 conda-forge

wangjiawen2013 commented 4 years ago

And pip list: Package Version


arboreto 0.1.5 attrs 19.3.0 backcall 0.1.0 bokeh 2.0.1 boltons 20.1.0 certifi 2020.4.5.1 click 7.1.2 cloudpickle 1.4.1 cycler 0.10.0 cytoolz 0.10.1 dask 1.0.0 decorator 4.4.2 dill 0.3.1.1 distributed 1.28.1 fbpca 1.0 frozendict 1.2 h5py 2.10.0 HeapDict 1.0.1 interlap 0.2.6 intervaltree 2.1.0 ipython 7.14.0 ipython-genutils 0.2.0 jedi 0.17.0 Jinja2 2.11.2 joblib 0.15.1 kiwisolver 1.2.0 llvmlite 0.32.1 locket 0.2.0 loompy 3.0.6 MarkupSafe 1.1.1 matplotlib 3.2.1 msgpack 0.6.2 multiprocessing-on-dill 3.5.0a4 networkx 2.4 numba 0.49.1 numpy 1.18.4 numpy-groupies 0+unknown olefile 0.46 packaging 20.1 pandas 0.25.3 parso 0.7.0 partd 1.1.0 patsy 0.5.1 pexpect 4.8.0 pickleshare 0.7.5 Pillow 7.1.2 pip 20.1 prompt-toolkit 3.0.5 psutil 5.7.0 ptyprocess 0.6.0 pyarrow 0.16.0 Pygments 2.6.1 pyparsing 2.4.7 PyQt5 5.12.3 PyQt5-sip 4.19.18 PyQtChart 5.12 PyQtWebEngine 5.12.1 pyscenic 0.10.1 python-dateutil 2.8.1 pytz 2020.1 PyYAML 5.3.1 scikit-learn 0.23.0 scipy 1.4.1 seaborn 0.10.1 setuptools 46.3.1.post20200515 six 1.14.0 sortedcontainers 2.1.0 statsmodels 0.11.1 tbb 2020.0.133 tblib 1.6.0 threadpoolctl 2.0.0 toolz 0.10.0 tornado 6.0.4 tqdm 4.46.0 traitlets 4.3.3 typing-extensions 3.7.4.2 umap-learn 0.4.3 wcwidth 0.1.9 wheel 0.34.2 zict 2.0.0

wangjiawen2013 commented 4 years ago

If num_workers was set default, binarize can run, while failed when set to more than 1. I am working on Centos 7 server.

cflerin commented 4 years ago

Hi @wangjiawen2013 ,

I haven't seen this error before. Does it work when setting num_workers to 1 for the full dataset?

I wonder if it could be something specific to your dataset. Have you done any cell/gene filtering? Is it possible that there are cells or genes with zero expression across the whole matrix?

wangjiawen2013 commented 4 years ago

No, it didn't work for the full dataset, no matter what num_workers is. I agree with you, this could be something specific to my dataset. I filtered cells and genes , and there are no cells and genes with zero expression. Perhaps it will never happen again for other datasets.

cflerin commented 4 years ago

Can you post the output of:

np.sum(auc_mtx, axis=0).sort_values()

and

np.sum(auc_mtx, axis=1).sort_values()

For comparison, I've successfully run the binarization step with 100s of thousands of cells with no problems (although it does use a lot of memory).

wangjiawen2013 commented 4 years ago

It took several hours to run 40000 cells and 401 regulons (num_workers=1). Will the program be interrupted when two cells have the same expression pattern or some regulons have the same distribution across cells ?

wangjiawen2013 commented 4 years ago

np.sum(auc_mtx, axis=0).sort_values():

SRY(+) | 12.34071 ZIC5(+) | 45.86162 NEUROG1(+) | 70.31318 KLF14(+) | 87.62278 CUX2(+) | 93.68485 ZNF302(+) | 114.3998 PKNOX2(+) | 121.1167 FOXA2(+) | 129.1522 BHLHE22(+) | 147.101 DLX6(+) | 168.3566 NKX6-2(+) | 170.608 HSFY2(+) | 175.1683 HOXA3(+) | 232.2691 SOX21(+) | 233.4766 POU3F2(+) | 238.2204 ZNF768(+) | 245.4822 ATF6B(+) | 249.4129 NKX6-3(+) | 252.8736 MSX2(+) | 275.4885 ZNF577(+) | 305.9244 HOXD3(+) | 320.7293 LMX1B(+) | 355.3763 NR1I3(+) | 363.1422 HOXD10(+) | 365.188 RXRA(+) | 383.9088 POU6F1(+) | 488.0977 MYPOP(+) | 529.4444 ZNF281(+) | 536.2759 EMX2(+) | 545.0218 OTP(+) | 548.5062 HOXC9(+) | 558.2894 SMAD3(+) | 563.0815 ZFP90(+) | 588.0395 SOX8(+) | 596.8208 HOXA7(+) | 600.9124 SOX2(+) | 616.2755 ZNF605(+) | 619.1444 NR2F1(+) | 640.8229 SOX10(+) | 642.2514 HES5(+) | 653.1455 ATF2(+) | 653.8665 ZNF658(+) | 663.552 HOXD9(+) | 663.7787 HOXC6(+) | 674.6403 HOXB6(+) | 693.6248 MNT(+) | 710.7614 CIC(+) | 725.0597 RORC(+) | 725.1168 PBX1(+) | 740.2425 RARB(+) | 748.1697 ZNF471(+) | 759.2646 HOXC8(+) | 785.8955 NFATC3(+) | 786.6783 HOXD1(+) | 832.5244 GATA1(+) | 838.0994 NFE2(+) | 845.9267 NR2C1(+) | 882.7984 DEAF1(+) | 895.9629 MECOM(+) | 897.5863 VEZF1(+) | 905.6005 PPARA(+) | 914.7326 ZFP1(+) | 915.237 MXD4(+) | 930.506 MGA(+) | 931.918 ZNF746(+) | 942.2529 KLF11(+) | 944.3009 PRRX2(+) | 958.0921 PATZ1(+) | 962.8519 LHX9(+) | 972.1979 HESX1(+) | 1025.846 NR2F6(+) | 1032.104 HOXD11(+) | 1057.519 ZNF48(+) | 1059.075 MZF1(+) | 1100.852 ZIC1(+) | 1107.421 ZBTB7B(+) | 1123.188 SOX11(+) | 1137.478 ZNF740(+) | 1153.313 TFAP4(+) | 1180.058 TCF7(+) | 1180.396 HOXA2(+) | 1188.649 RXRB(+) | 1211.613 SMAD1(+) | 1226.662 SOX18(+) | 1267.201 BCL6B(+) | 1276.373 POU1F1(+) | 1288.005 NR6A1(+) | 1298.689 HOXB7(+) | 1341.541 MLXIP(+) | 1368.588 TLX1(+) | 1371.56 HOXA10(+) | 1373.19 TP73(+) | 1386.458 ZNF568(+) | 1396.57 TCF7L1(+) | 1426.859 PPARD(+) | 1447.833 TFDP2(+) | 1464.361 ZNF516(+) | 1470.786 ELK4(+) | 1504.033 CREBL2(+) | 1521.356 PGR(+) | 1521.69 MYB(+) | 1534.124 GATA5(+) | 1543.824 E2F3(+) | 1551.863 ZFP64(+) | 1554.739 SOX13(+) | 1563.672 NEUROG3(+) | 1614.468 ZNF362(+) | 1623.706 TEF(+) | 1627.305 SP1(+) | 1657.611 PAX5(+) | 1676.42 SETDB1(+) | 1713.202 CLOCK(+) | 1739.537 SOX7(+) | 1755.179 LYL1(+) | 1761.088 VDR(+) | 1761.833 FOXN1(+) | 1777.841 E2F6(+) | 1800.28 FOXN2(+) | 1805.531 SHOX2(+) | 1848.543 FOXK1(+) | 1876.854 HOXA5(+) | 1887.292 MEF2D(+) | 1887.824 GTF2IRD1(+) | 1894.581 GATA4(+) | 1895.192 CEBPZ(+) | 1920.595 ISL1(+) | 1934.152 GATA2(+) | 1953.129 KLF8(+) | 1954.389 RFX5(+) | 1956.885 THAP11(+) | 1965.183 HEY1(+) | 1966.461 MEIS1(+) | 1966.89 KLF16(+) | 2002.179 ZBTB7A(+) | 2007.223 CTCF(+) | 2027.234 SP2(+) | 2034.702 FOXL1(+) | 2039.262 NR1H3(+) | 2056.085 HOXA9(+) | 2078.037 FOXJ3(+) | 2087.617 EOMES(+) | 2156.577 T(+) | 2166.332 FOXN3(+) | 2168.147 FOXO1(+) | 2170.557 ZNF143(+) | 2182.869 ZNF250(+) | 2202.808 STAT6(+) | 2208.022 ZNF274(+) | 2217.088 NR1D2(+) | 2245.602 TFCP2(+) | 2246.678 SOX17(+) | 2246.866 SIX3(+) | 2251.859 KLF1(+) | 2252.562 TBX1(+) | 2256.483 RXRG(+) | 2268.295 PBX3(+) | 2269.903 TFAP2A(+) | 2310.046 ZNF569(+) | 2322.319 NR2C2(+) | 2325.993 CREB1(+) | 2339.487 CEBPG(+) | 2345.383 HLF(+) | 2363.906 FOXF1(+) | 2364.763 SOX9(+) | 2364.973 KDM5B(+) | 2398.09 VAX2(+) | 2409.006 ELF4(+) | 2409.016 SIX5(+) | 2412.478 JDP2(+) | 2470.795 IRF2(+) | 2480.604 ZNF76(+) | 2531.21 OLIG1(+) | 2533.715 KLF9(+) | 2543.128 GFI1(+) | 2568.032 NR1D1(+) | 2575.266 GBX1(+) | 2585.541 RFX1(+) | 2592.207 POU3F1(+) | 2631.142 GLI1(+) | 2638.277 RARA(+) | 2659.474 JUND(+) | 2677.523 ARNT(+) | 2698.744 TBX2(+) | 2700.992 FOXL2(+) | 2702.008 MYBL1(+) | 2706.28 SPIC(+) | 2746.357 KLF12(+) | 2763.05 ATF1(+) | 2786.704 MAFK(+) | 2793.21 ZIC4(+) | 2812.191 E2F2(+) | 2818.49 DBP(+) | 2826.448 HINFP(+) | 2831.727 ELF2(+) | 2836.868 TFEB(+) | 2841.871 E2F8(+) | 2850.81 ZFY(+) | 2878.679 STAT2(+) | 2894.998 SP3(+) | 2896.092 ELK3(+) | 2899.194 ZNF680(+) | 2905.019 BRF2(+) | 2911.527 PPARG(+) | 2919.174 TCF12(+) | 2931.235 GABPA(+) | 2942.645 SETBP1(+) | 2962.109 HOXA6(+) | 2980.017 ZNF91(+) | 2989.153 GATA3(+) | 3002.839 TBX21(+) | 3023.608 ZNF502(+) | 3026.903 BATF(+) | 3036.242 ZNF354B(+) | 3062.293 SIX4(+) | 3074.069 KLF2(+) | 3093.305 RUNX3(+) | 3131.734 ZNF284(+) | 3161.727 ZNF23(+) | 3161.905 REST(+) | 3162.315 ETV5(+) | 3192.456 USF1(+) | 3207.169 IRF5(+) | 3207.915 HIC1(+) | 3218.266 GLIS2(+) | 3219.107 SREBF2(+) | 3221.748 RUNX2(+) | 3251.98 WT1(+) | 3253.505 ZNF254(+) | 3264.203 RFX2(+) | 3279.211 NFYB(+) | 3279.299 HIVEP3(+) | 3283.56 NFYA(+) | 3288.713 NFYC(+) | 3294.191 KLF7(+) | 3300.192 STAT1(+) | 3303.049 GATA6(+) | 3329.976 NFATC4(+) | 3353.353 TRPS1(+) | 3361.164 TFCP2L1(+) | 3389.718 KLF13(+) | 3435.941 TEAD1(+) | 3491.768 TBP(+) | 3499.368 MEF2B(+) | 3554.533 IKZF1(+) | 3556.223 E2F1(+) | 3578.852 RBPJ(+) | 3581.017 RUNX1(+) | 3614.236 TBX5(+) | 3615.258 FOXO4(+) | 3626.073 USF2(+) | 3645.442 KLF3(+) | 3645.573 GLI2(+) | 3667.539 ALX1(+) | 3669.777 HIVEP1(+) | 3672.564 FLI1(+) | 3687.006 TFE3(+) | 3706.423 MAF(+) | 3720.33 YBX1(+) | 3732.038 ZNF597(+) | 3804.809 ELF1(+) | 3804.988 ZNF148(+) | 3818.276 ETS1(+) | 3839.075 BCL6(+) | 3841.861 TBX15(+) | 3864.038 CREB3L2(+) | 3903.628 CREB3L1(+) | 3911.438 TFEC(+) | 3920.081 ZNF189(+) | 3930.29 ETV3(+) | 3954.537 FOXC2(+) | 3956.751 MITF(+) | 3964.059 STAT5A(+) | 3975.079 TEAD2(+) | 4005.024 SPI1(+) | 4037.984 THAP1(+) | 4048.62 IRF3(+) | 4085.447 EGR4(+) | 4091.59 BACH1(+) | 4091.763 GMEB1(+) | 4109.809 IRF8(+) | 4118.857 PRDM1(+) | 4122.357 TWIST1(+) | 4127.185 IRF9(+) | 4194.815 TBX20(+) | 4201.922 REL(+) | 4209.016 MAZ(+) | 4242.032 MSX1(+) | 4244.862 CEBPE(+) | 4273.872 FOXP2(+) | 4276.078 HIVEP2(+) | 4278.584 ZNF398(+) | 4296.374 RARG(+) | 4306.508 LEF1(+) | 4331.653 NRF1(+) | 4332.303 E2F7(+) | 4348.817 EGR1(+) | 4354.374 POU2F1(+) | 4366.101 BHLHE41(+) | 4378.632 ELF5(+) | 4386.305 EGR2(+) | 4421.862 FOS(+) | 4442.377 NFKB2(+) | 4511.846 SOX4(+) | 4526.192 IRF4(+) | 4563.289 NFKB1(+) | 4580.035 ZBTB41(+) | 4585.923 HOXB5(+) | 4588.33 MYC(+) | 4589.097 ERG(+) | 4618.471 BHLHE40(+) | 4619.495 ZNF467(+) | 4662.942 FOXC1(+) | 4692.491 ETS2(+) | 4708.851 TEAD3(+) | 4748.293 GBX2(+) | 4748.883 ZNF264(+) | 4774.975 SREBF1(+) | 4777.982 MEF2A(+) | 4784.573 LHX8(+) | 4800.355 NFE2L3(+) | 4808.534 DBX2(+) | 4830.416 YY1(+) | 4861.617 RELB(+) | 4880.234 TP53(+) | 4922.82 NFATC1(+) | 4944.212 ATF6(+) | 4947.119 ESRRA(+) | 5000.332 NR2F2(+) | 5017.133 ATF5(+) | 5034.89 SP4(+) | 5046.925 MAX(+) | 5049.23 IRF7(+) | 5064.14 TCF21(+) | 5127.768 TWIST2(+) | 5167.152 NR3C1(+) | 5188.891 CREB5(+) | 5212.122 EGR3(+) | 5220.825 FOXO3(+) | 5266.168 SOX15(+) | 5297.587 CEBPD(+) | 5305.113 E2F4(+) | 5349.029 SRF(+) | 5383.037 FOSL2(+) | 5503.508 MXI1(+) | 5511.595 CEBPB(+) | 5541.465 KLF6(+) | 5555.881 ETV4(+) | 5557.517 ETV6(+) | 5592.27 KLF15(+) | 5631.333 IRF1(+) | 5651.169 HIF1A(+) | 5698.256 KLF5(+) | 5754.738 NKX3-2(+) | 5798.433 MLX(+) | 5877.482 EHF(+) | 5986.126 CREM(+) | 6000.951 TGIF2(+) | 6105.157 CEBPA(+) | 6109.947 ZNF8(+) | 6114.394 NKX2-5(+) | 6140.55 TFDP1(+) | 6262.285 NFE2L2(+) | 6273.781 NFIL3(+) | 6379.031 MAFG(+) | 6420.883 FOXK2(+) | 6450.167 EBF1(+) | 6520.971 CUX1(+) | 6536.586 FOSL1(+) | 6546.942 TGIF1(+) | 6597.321 PRDM16(+) | 6619.049 XBP1(+) | 6759.762 KLF4(+) | 6801.321 MEF2C(+) | 6934.994 RELA(+) | 7008.795 SIX1(+) | 7085.599 BACH2(+) | 7380.565 BHLHA15(+) | 7699.024 BCL11A(+) | 7701.576 ATF3(+) | 8328.852 ATF4(+) | 8348.838 HSF1(+) | 8371.437 MAFB(+) | 8395.089 SPIB(+) | 8530.756 ZNF358(+) | 8602.69 ETV7(+) | 8855.706 JUNB(+) | 9077.182 AR(+) | 10003.77 GMEB2(+) | 10374.73 MAFF(+) | 10416.05 ELK1(+) | 11932.89 GTF2B(+) | 12644.69 FOSB(+) | 13132.04 CREB3(+) | 15508.6 NFIA(+) | 20265.22 KLF10(+) | 20506.35 STAT3(+) | 22590.98 NFIC(+) | 22977.15 CREB3L4(+) | 23218.69 ZNF222(+) | 23970.96 JUN(+) | 24631.8 ETV2(+) | 29242.83

wangjiawen2013 commented 4 years ago

np.sum(auc_mtx, axis=1).sort_values(): (it's too long to show the full dataset)

S3PA_TCACAAGAGCTTCGCG | 12.57858 S3AO_CCAATCCGTCAAGCGA | 12.79109 S3AO_ACGAGCCCAGAGTGTG | 13.03914 S3AO_GATGCTAAGCTGTCTA | 13.05284 S3PA_AGCAGCCCACCTATCC | 13.12916 S3PA_AACCATGCAAGGACAC | 13.22664 S3AO_ACTGATGTCATCACCC | 13.26471 Sample1_AO_CAGCATAAGGTGCTAG | 13.31932 S3AO_GGTGAAGAGCCTATGT | 13.40192 S3AO_TTTATGCCAAGCCATT | 13.44343 S3AO_TTCGGTCAGAGGGATA | 13.56007 S3AO_ACGAGCCCAGTGGAGT | 13.92577 S3AO_GTTTCTACAAGTAATG | 14.13626 S3PA_AGGTCCGGTACAGACG | 14.18072 Sample1_AO_GATCGTACACGACTCG | 14.26189 S3AO_CCTTCGACATGAAGTA | 14.3412 S3AO_AACTCCCCAAGTTGTC | 14.43575 S4PA_ATAAGAGTCAAAGACA | 14.43612 S3AO_TACACGACAGACTCGC | 14.43919 S4AO1_CAGTAACAGGCGTACA | 14.54068 Sample1_AO_TATCTCATCCTCATTA | 14.58469 S3AO_ACTATCTCACCTGGTG | 14.59071 S3AO_TACTCGCCATTCTTAC | 14.6327 S3AO_TGAGCATAGTCTCGGC | 14.65331 S3AO_AGCGGTCAGGACAGCT | 14.66377 S3AO_ACATACGGTGCAACTT | 14.73949 Sample2_PA_GATGAGGAGATCTGAA | 14.75749 S3AO_GGGAGATTCGGTCCGA | 14.81227 Sample2_PA_CACATAGAGTCAAGGC | 14.89289 S3AO_GGTATTGGTTCCATGA | 14.90094 S3AO_GCTGCAGGTAGGCATG | 14.95322 Sample2_AO_ACTGATGTCAAGGTAA | 14.99982 S3AO_CTGATAGAGCCAACAG | 15.05717 S3AO_TCTTCGGTCTTCTGGC | 15.06353 Sample1_AO_CGATTGAAGGACCACA | 15.08978 S4PA_GCAAACTTCTTGGGTA | 15.09222 Sample2_AO_TGCGGGTAGAAGGTTT | 15.12661 S3AO_GGCTGGTGTCAGCTAT | 15.2277 Sample1_AO_TAGACCAAGCCACGTC | 15.25164 S4AO2_TCAGATGTCTGTCTCG | 15.3236 S3AO_CTAAGACTCTTGTATC | 15.333 Sample2_AO_AGCTCCTGTAGGGTAC | 15.40276 Sample2_AO_CACACAAAGTGTACGG | 15.40696 Sample1_AO_TGCCCATAGAAACGCC | 15.40704 S3AO_ATAGACCAGCAGACTG | 15.44157 S3PA_GTCAAGTAGCCCGAAA | 15.46242 S3AO_GCTGCGATCGTAGGAG | 15.54838 Sample1_AO_CTTAGGAGTCCCTTGT | 15.55878 S3PA_GGGACCTTCGGATGTT | 15.66463 Sample2_AO_CATCCACTCCGTCAAA | 15.71628 S3PA_ATCATCTAGTGACATA | 15.72759 S3PA_AATCCAGTCAGTTTGG | 15.7634 S3AO_ATAGACCGTTCCACTC | 15.91504 Sample2_PA_GTACTTTCAAGTCATC | 15.93516 Sample1_AO_CTGAAGTTCAGCTGGC | 16.02692 S3PA_AGTAGTCAGATTACCC | 16.03169 Sample2_PA_CAGCCGATCCTGCCAT | 16.05517 Sample1_AO_TGCTACCCATCAGTCA | 16.08053 Sample2_AO_GATGAAATCAGTTAGC | 16.12 Sample2_AO_GGGAGATTCAGTCCCT | 16.12306 Sample2_PA_CAACCTCGTAGCCTCG | 16.1381 Sample2_AO_GCTTCCACATCGATTG | 16.15071 Sample1_AO_CGTGTCTAGAAGGGTA | 16.17349 Sample2_AO_ATCGAGTTCAGTCAGT | 16.17356 Sample1_AO_ATCTACTGTCAGTGGA | 16.18217 Sample2_AO_CGTTAGATCGCAAGCC | 16.19629 S3AO_CGACCTTCATGAGCGA | 16.20833 Sample2_AO_CAGAGAGTCAGCGATT | 16.21542 Sample2_PA_CCTTCCCCAAGGACAC | 16.24314 Sample1_AO_TAGAGCTAGTTACCCA | 16.254 S3PA_TGTATTCTCTGACCTC | 16.25643 Sample2_AO_TTCTACACAAACTGCT | 16.26442 Sample2_PA_GATCGATCAGCTGGCT | 16.28414 S3PA_CACCACTGTCGGGTCT | 16.29056 Sample2_AO_AGACGTTTCAACACAC | 16.31129 S3PA_ACGCCAGTCTTGAGGT | 16.32845 S3PA_GATGAAATCGTTGACA | 16.33785 S3AO_GATCTAGGTCTGCCAG | 16.34516 Sample1_AO_CAACTAGGTAAGTAGT | 16.37606 Sample2_AO_TTCTCAAGTCTTTCAT | 16.42393 Sample2_AO_AGTGGGAAGCACGCCT | 16.42543 S3PA_TGCCAAACATGCGCAC | 16.42567 S3PA_ATCACGAGTGCGATAG | 16.47915 S3PA_CGACCTTAGTAAGTAC | 16.53599 Sample2_AO_GACGGCTAGACGCACA | 16.545 S3PA_CGAACATCAGCTTCGG | 16.55935 Sample2_AO_TAGCCGGCAGCCTTGG | 16.56395 S3PA_AATCGGTGTCTAGAGG | 16.58438 S4AO1_ATAACGCCATGCTGGC | 16.63145 S3PA_GCTGCGAAGAGCCCAA | 16.64478 Sample1_AO_AGCAGCCCACGGTAAG | 16.6461 S3AO_TAGTGGTGTATGAATG | 16.67133 Sample2_AO_GCAAACTCAGCCAATT | 16.67628 S3PA_CTCACACAGGAATCGC | 16.71307 S3PA_CATCGAATCGATAGAA | 16.73417 Sample2_AO_GCTTCCACAATCTGCA | 16.7695 Sample1_AO_ATAACGCTCTGTGCAA | 16.77317 S3PA_GCCAAATTCCTAAGTG | 16.79266 S4PA_GACTACACAAGCGAGT | 16.80801 S4AO1_GATCGCGTCAAGAAGT | 16.81031 S3PA_GACACGCAGGAGTTTA | 16.81668 Sample2_AO_GCATACACACTGCCAG | 16.82298 Sample2_AO_TGCTACCCAATCTGCA | 16.83567 Sample2_AO_AGATCTGCATCCAACA | 16.84163 S3PA_ATCATCTAGATGTCGG | 16.86309 Sample2_AO_GGATGTTGTACGCTGC | 16.87619 S3PA_TGCGCAGGTTCGGCAC | 16.88158 S3AO_AGTAGTCCATCCAACA | 16.88257 Sample1_AO_CGGGTCATCGTATCAG | 16.88739 S3PA_CGTGTAAGTCTCTCTG | 16.88756 Sample1_AO_AAAGATGCACGCCAGT | 16.88798 S3AO_GGACAGATCAACACTG | 16.89824 S3PA_AACGTTGAGACATAAC | 16.90913 Sample1_AO_TTTGTCACACATAACC | 16.91067 Sample2_AO_CGGGTCAGTCTGGAGA | 16.91515 Sample2_AO_CATCAGAAGTCACGCC | 16.92892 Sample2_AO_CGCTGGAGTCTAGTGT | 16.93669 S4PA_TTTGGTTAGGCATTGG | 16.93885 Sample1_AO_CGAGAAGAGCTACCTA | 16.94454 Sample1_AO_GGGCATCCATTGGGCC | 16.94579 Sample1_AO_ACTGCTCAGAGACTAT | 16.94803 S3AO_TTCGAAGAGGGTATCG | 16.95296 Sample1_AO_CGCTTCAGTTTCCACC | 16.96386 Sample2_PA_CTTAACTTCGCCCTTA | 16.96653 Sample1_AO_CTCCTAGCAGCGATCC | 16.98326 Sample2_AO_TCGCGAGGTTACGCGC | 17.0047 S3AO_TGACAACTCGCCGTGA | 17.0292 S4PA_AACTTTCGTGGAAAGA | 17.05605 S3PA_GGACATTCAGGAACGT | 17.06553 Sample2_AO_AAACGGGAGGATGGAA | 17.07291 S3PA_TCGCGAGGTAAACACA | 17.08982 S3AO_GACGTTAGTCTGGTCG | 17.10773 S3PA_CAAGGCCCAGACGCCT | 17.10815 S3PA_CATATTCAGGACCACA | 17.11553 Sample1_AO_GACGCGTCATTGTGCA | 17.12122 S3PA_TGCGCAGTCGGTCCGA | 17.12588 Sample1_AO_CATCAGACACCTATCC | 17.12643 Sample1_AO_AACCATGAGTGTCCCG | 17.13691 Sample1_AO_GCAGTTATCTAACTCT | 17.15762 S3PA_AGTGAGGTCATGTGGT | 17.15952 Sample1_AO_TTGCGTCTCAGGATCT | 17.16322 S3AO_TTTGCGCTCATCGATG | 17.16473 S3PA_TCTATTGTCGCAAACT | 17.17942 Sample1_AO_ACACCGGGTAGAGGAA | 17.18283 Sample2_AO_GAATAAGGTAGCCTCG | 17.19272 Sample1_AO_ACTGATGCAGCTTCGG | 17.19353 S3AO_TGACTTTTCCTTTACA | 17.22119 S3PA_GCATACACAGTCAGAG | 17.23731 Sample2_PA_GTCGGGTTCAAGATCC | 17.23935 Sample1_AO_ACTTTCAAGAAGGACA | 17.25854 S3AO_AGCGTCGTCATCTGCC | 17.26433 S3AO_AGTCTTTCAAGAAAGG | 17.2879 S3PA_ATGAGGGGTGTAATGA | 17.33517 S3PA_CCTAAAGCACAGGAGT | 17.35254 Sample2_AO_AACTGGTAGTACGATA | 17.36025 S4AO2_GGCGTGTCACGAAATA | 17.39084 S3AO_ATAGACCGTCCGTGAC | 17.40144 S3AO_GGTGCGTTCGTTACGA | 17.40209 Sample2_AO_TGACTAGGTAACGCGA | 17.41231 S3PA_GCTTCCACAGTCCTTC | 17.43049 S3AO_CTGTGCTGTATCTGCA | 17.43246 Sample2_PA_CATTCGCCAAGCGCTC | 17.43362 Sample2_AO_ACGCAGCGTCGAGATG | 17.43786 Sample2_PA_GACTAACCAATGTAAG | 17.44056 Sample1_AO_TAGTTGGCAGCTTCGG | 17.44501 Sample2_AO_ACATCAGGTTTAGGAA | 17.45133 Sample2_PA_TGCTGCTTCTGGTTCC | 17.47445 S3AO_CCTAAAGAGGAGCGTT | 17.47592 Sample2_AO_TTTACTGCAGTCGTGC | 17.48211 S4AO2_TGACAACGTCTCGTTC | 17.48276 S3AO_GGAGCAAAGATGTAAC | 17.50548 S4AO2_GAATGAATCAACCATG | 17.51361 S3AO_TGTTCCGTCGAATGCT | 17.52413 S4AO2_CACACCTAGACAAGCC | 17.53227 Sample2_AO_GTTCTCGTCGCATGGC | 17.54855 S3AO_AGAGCTTAGCTGTTCA | 17.56051 Sample2_AO_ACTGATGAGAGGTACC | 17.57622 Sample2_PA_TCGGTAACAGTACACT | 17.57959 S3AO_AACTCCCCAAAGTGCG | 17.59047 Sample2_AO_GAGCAGAGTGCAACTT | 17.59559 Sample2_PA_ATAAGAGTCCTCAATT | 17.60023 S3PA_ATCATGGCATTCCTCG | 17.60216 Sample2_AO_CTCTGGTGTGTTTGGT | 17.61004 S3PA_GACACGCAGATCCTGT | 17.61109 S3PA_CCGGTAGCATCGGGTC | 17.6114 Sample2_PA_TGGTTAGTCAACTCTT | 17.61715 Sample1_AO_GACGGCTGTCCCTACT | 17.63206 S3PA_ACACCAAAGGCATGGT | 17.63669 S3PA_AAGACCTCATCAGTCA | 17.63749 S3PA_AGATTGCCAGATTGCT | 17.63999 S3PA_TGACAACCATTCTTAC | 17.64456 S4AO1_TCTATTGGTTGAGTTC | 17.65266 Sample1_AO_CTCGGAGCAGGTCTCG | 17.65867 Sample1_AO_TGAGCCGGTTATCGGT | 17.66698 S3PA_TGGCGCAGTAGCGTGA | 17.67912 S3AO_CAAGTTGTCGTCCGTT | 17.68297 Sample2_PA_GGGTCTGCAGCTCGCA | 17.68415 Sample1_AO_ACAGCCGGTAAGTGGC | 17.6907 S4AO2_TCGTACCTCGTATCAG | 17.69466 S4AO2_CCTATTAAGCGTAATA | 17.70096 Sample1_AO_GTGCATATCAATCACG | 17.70447 S4AO2_TCAGCAAGTTTGGGCC | 17.71097 Sample1_AO_GTGTGCGAGCTCTCGG | 17.73216 S3PA_TCACAAGCATGTAGTC | 17.7432 Sample2_AO_CTAGTGAAGATGTAAC | 17.75888 S4AO1_ATCCGAAGTTATGCGT | 17.75933 Sample2_PA_AAGGAGCTCCAAACTG | 17.7605 Sample2_AO_GCCAAATCAAAGTCAA | 17.76593 Sample1_AO_ACTGCTCAGAATAGGG | 17.76612 S4AO1_CGAACATTCAGTTCGA | 17.78437 S3PA_TAGGCATGTCGAATCT | 17.78815 S3AO_TATCTCATCCTGCAGG | 17.79245 S3AO_GGACGTCTCCTGCAGG | 17.79338 S3AO_GTGTTAGGTTAAGGGC | 17.79684 Sample1_AO_GTACTTTTCAGTCCCT | 17.81406 S3AO_TCAGATGTCATCGCTC | 17.81789 S3PA_CTGTGCTCATTACGAC | 17.82633 Sample1_AO_GCTGGGTAGTACGTTC | 17.82668 Sample2_AO_AGCATACAGGCAAAGA | 17.83252 Sample2_AO_GTATTCTTCTGAGTGT | 17.83874 Sample2_AO_ACTGAGTAGGCGCTCT | 17.84146 S3AO_CGCGTTTAGATACACA | 17.85275 S3PA_AACACGTGTATAGGTA | 17.86275 S3PA_TGGTTAGGTGAAATCA | 17.86386 Sample1_AO_TGCACCTGTACTTCTT | 17.87092 S3PA_GTTAAGCTCATGCTCC | 17.87891 Sample1_AO_ATAACGCGTCCAGTAT | 17.88207 Sample2_AO_CCGGGATCAACTTGAC | 17.8852 Sample2_AO_ACTTTCAGTGTTCTTT | 17.8855 S4AO1_CTACCCATCCGCGCAA | 17.89493 S3PA_AGAGCTTTCCACGACG | 17.89636 Sample2_AO_GGGATGACATCTATGG | 17.89665 Sample2_AO_ACGATACAGCATCATC | 17.90412 Sample2_AO_AGGTCATCAGGGTACA | 17.9058 Sample1_AO_CGATGGCTCCTTGGTC | 17.9072 Sample2_AO_GTTACAGTCACTTACT | 17.91124 Sample2_AO_TTATGCTGTGATAAAC | 17.9245 S3PA_AAAGATGTCTGTCCGT | 17.93599 S4AO2_CTCGAGGAGTATTGGA | 17.93776 Sample2_AO_ACTATCTGTGAGGCTA | 17.93914 Sample2_AO_AGGTCCGAGAGTAAGG | 17.95148 Sample2_AO_TAGGCATAGTTGCAGG | 17.95547 Sample1_AO_AGCGGTCGTACTTCTT | 17.96044 S4AO1_GGAAAGCGTCGAAAGC | 17.98422 S4AO1_AACCATGAGCGATTCT | 17.98616 S4AO1_TGGTTCCCAAATACAG | 17.98992 Sample2_AO_ACGAGCCAGACTTTCG | 18.00033 Sample2_AO_TTTGTCATCTCTAAGG | 18.00252 S3PA_GATGCTAGTATCAGTC | 18.00257 S3PA_TCGTAGAGTACCGGCT | 18.00261 Sample2_PA_CTGTGCTAGTTCCACA | 18.00499 Sample2_AO_CAGGTGCCAAGCCGTC | 18.00968 Sample1_AO_CGCCAAGCACCCATTC | 18.01364 Sample1_AO_AGCTTGACATACGCCG | 18.02129 S3PA_CAGATCAGTGCCTGGT | 18.02269 Sample2_AO_GCGAGAAAGGTGTGGT | 18.02503 S3PA_TGAGCATCAATGCCAT | 18.03113 S3AO_CGAACATTCTGCCAGG | 18.03247 S3PA_ACTGAACCAGATCCAT | 18.03425 Sample2_AO_GTTTCTAAGCTGAAAT | 18.04093 Sample2_AO_CAACCTCTCGCCTGTT | 18.0434 S3AO_GCAGCCATCGTCCGTT | 18.0521 S3PA_CACACCTCACCTGGTG | 18.05351 S3AO_GGACAAGCAACGATGG | 18.05409 S3AO_TACGGTACAAACGCGA | 18.06536 S4AO1_CGACCTTTCTTTAGGG | 18.06589 S3PA_AGTCTTTAGAACTCGG | 18.07008 S3AO_CGGCTAGGTACTTCTT | 18.07356 Sample2_PA_GTTACAGCAGCTGTAT | 18.08155 Sample2_AO_GCATGATTCCTATGTT | 18.08675 S4AO2_CCGGTAGGTCCTCTTG | 18.08863 S3PA_TATCAGGGTAGCACGA | 18.09327 S4AO1_CATCCACAGTTGAGAT | 18.10624 Sample2_AO_TCAGATGAGTGCGATG | 18.10959 S3AO_GACGTGCCAATTCCTT | 18.11272 Sample2_AO_GGACAGACAGTCCTTC | 18.1211 Sample2_PA_CCATTCGTCAGCTTAG | 18.12349 S3AO_GCTGCTTTCCCATTAT | 18.12445 Sample2_AO_CCTCAGTGTTCCTCCA | 18.12467 Sample1_AO_AAAGATGGTGCTGTAT | 18.12593 S3AO_CTGCTGTCAAACTGTC | 18.12876 Sample2_PA_CTAGAGTTCACGACTA | 18.13676 S4AO2_ACAGCTAGTACGACCC | 18.14705 Sample2_AO_ATCATCTAGTAGTGCG | 18.14995 S4AO2_ACTTTCAAGTTAGGTA | 18.15128 S3PA_TCCACACTCCCGGATG | 18.15355 S4PA_TGAGCATCATATGGTC | 18.16286 Sample2_AO_GCCTCTAGTCATATGC | 18.16565 Sample1_AO_GACGTTACACAACGTT | 18.16861 Sample2_AO_TCAGCAACATCCGTGG | 18.17204 S4AO2_CACACAAAGGAATGGA | 18.17796 S4AO1_AGCGGTCGTTGGTTTG | 18.18176 S3PA_AGTGGGAAGGAACTGC | 18.18604 S3AO_CGCCAAGAGCCACGTC | 18.19577 S4AO1_GGCAATTGTAATAGCA | 18.20868 S3PA_ACTGTCCGTCCGTCAG | 18.20889 S4AO2_CATATGGGTTGATTCG | 18.21031 Sample2_PA_GTAGTCACAGCGTTCG | 18.21444 Sample2_AO_AGAGCTTTCGGAAACG | 18.21948 S3PA_TGTGTTTAGAGGGATA | 18.22022 Sample1_AO_GCAAACTCACACCGCA | 18.22328 S4AO2_CAGCGACCATCGACGC | 18.22389 Sample2_AO_TCGCGTTGTCCGAACC | 18.22757 Sample1_AO_GACGTTATCTCGATGA | 18.23545 Sample2_AO_AACACGTTCTCTGAGA | 18.23643 Sample2_AO_ACACCGGGTTGTCGCG | 18.24748 S4AO1_GCATGCGGTGTGGTTT | 18.24831 Sample1_AO_AGCATACGTGTGAAAT | 18.25935 Sample2_AO_TTTGCGCGTACTTAGC | 18.26059 S3PA_GCTTCCATCGCCTGAG | 18.26108 S3AO_GCGAGAAGTGTTCGAT | 18.26243 S4AO2_TCGGTAACAGTCTTCC | 18.26947 S3AO_CCATTCGTCGGATGGA | 18.27118 Sample1_AO_TGACTTTTCTCGCTTG | 18.27664 S3AO_AGATTGCCAATGGAGC | 18.27706 S4PA_ACTGAGTTCCTCGCAT | 18.28066 Sample2_AO_AACTTTCGTACTTGAC | 18.28357 Sample2_PA_CGAATGTTCCGTCAAA | 18.2869 S3PA_ACACCCTGTCCAGTGC | 18.28996 S4AO2_AACGTTGAGTGATCGG | 18.29029 Sample2_AO_CGATGGCAGCTTTGGT | 18.29883 S4AO2_CCCAGTTAGCTGAACG | 18.3004 S3PA_CGGAGCTCACTGCCAG | 18.31049 S3AO_CCGTGGAGTCCCTTGT | 18.31465 Sample2_AO_CCTATTAAGTTGAGAT | 18.31977 S3AO_GTGCAGCTCCTAGAAC | 18.32246 Sample2_AO_GGGCATCGTTCTGTTT | 18.32334 S4AO1_ACTGATGCAGGACCCT | 18.32424 S4AO1_TACTTGTCAGGGTATG | 18.33367 S3AO_TACGGTATCCCAGGTG | 18.34652 Sample1_AO_CAAGAAAAGAGTTGGC | 18.34865 Sample2_AO_GTCTTCGAGTTGCAGG | 18.35566 Sample2_PA_AGGGATGTCTTGGGTA | 18.3691 Sample1_AO_CACACCTTCATGTCCC | 18.38239 S4PA_TTTCCTCTCGCAAGCC | 18.38349 Sample2_PA_CTCGTCAGTCTAGTGT | 18.38397 Sample2_AO_GTCGTAACATTGAGCT | 18.39143 Sample2_PA_CGGGTCAAGAGGGCTT | 18.39233 S3PA_AGTCTTTGTAACGACG | 18.39433 Sample2_AO_CGCTTCATCAACGGGA | 18.39526 S3AO_TCTGGAACAATCTACG | 18.40223 Sample2_AO_CCGTACTAGCTTATCG | 18.4025 S3AO_AGAGCGACAAGTTCTG | 18.40691 S4PA_CACTCCAAGACCTAGG | 18.40913 Sample2_AO_CCTAAAGGTCATGCCG | 18.41632 Sample2_AO_CAGTAACTCAGGCCCA | 18.42209 S4AO2_CCTAGCTCAAGCGTAG | 18.42397 Sample1_AO_TCACGAATCAACACCA | 18.42499 Sample1_AO_CAAGGCCAGATCGGGT | 18.42585 S3PA_ACGCAGCAGGTCGGAT | 18.42619 Sample2_PA_ACCGTAACAAGGACAC | 18.42804 Sample2_AO_CCAGCGACATGACATC | 18.43138 Sample1_AO_GTAACGTAGTTGCAGG | 18.4401 S3AO_GACGCGTTCGCCGTGA | 18.45821 S4PA_AGGGAGTTCAGAAATG | 18.46441 Sample2_PA_ACGAGGATCGAGGTAG | 18.46475 S3AO_ATGTGTGGTTGGGACA | 18.47058 S4AO1_CAAGAAAAGACGCTTT | 18.47212 Sample2_AO_GAAGCAGAGACTAGGC | 18.47282 S4AO1_TCGCGTTGTGGGTCAA | 18.47793 Sample1_AO_AGTTGGTCATGCAATC | 18.47949 Sample2_PA_ATTATCCCACTTCTGC | 18.48111 S4PA_GAATAAGGTTCTCATT | 18.48379 Sample1_AO_ACTTGTTTCCCTAACC | 18.4864 S4AO1_TGGCGCATCAGCGATT | 18.48977 Sample2_AO_CAGCATAGTTCAGTAC | 18.49005 S3AO_CTCACACGTCCTGCTT | 18.49808 S4AO1_CCACGGACATGTCCTC | 18.50007 Sample2_AO_CTTGGCTTCGAACTGT | 18.50312 Sample1_AO_TTGACTTCAGCCTGTG | 18.51329 S3AO_GCTGCGACAGCCTATA | 18.51376 S3AO_GTGCAGCGTGGCTCCA | 18.51467 S4PA_GTTCATTCACTAAGTC | 18.51645 Sample1_AO_TTGCCGTGTTCGCGAC | 18.51881 S3AO_AGGCCGTCAACACCTA | 18.523 S4PA_CAGCGACGTGTTTGGT | 18.52842 S3PA_CAAGATCGTCACAAGG | 18.53333 S3PA_TTCTCAAAGAGGTACC | 18.53348 S3AO_GATGCTAAGGCTAGCA | 18.53618 S4AO1_GTATCTTCATCCCACT | 18.53711 S4AO1_CTTCTCTGTCATGCCG | 18.53844 S4AO1_TTATGCTAGCCCTAAT | 18.53953 S4PA_CATATTCCACCGAAAG | 18.5401 Sample1_AO_TGTGTTTTCAACACTG | 18.54481 Sample2_PA_TATTACCCACCTCGTT | 18.54575 S3PA_GCTCCTAGTAAATGAC | 18.5476 S4AO1_TTTGCGCTCTTTAGGG | 18.54885 S3AO_GGGACCTTCTGAAAGA | 18.55978 S4AO2_ATAACGCTCCACGTGG | 18.56223 Sample1_AO_TGCTACCCATTCGACA | 18.56477 Sample1_AO_CGGAGTCTCAGCATGT | 18.5663 S4AO1_TGCTGCTGTTCGGGCT | 18.57948 S3AO_CATCGAATCTGTTTGT | 18.58571 S4AO2_ATTGGTGAGAGTTGGC | 18.59274 S3PA_GCATGCGCAGTAACGG | 18.59371 Sample2_AO_GAAGCAGCAGCTGTGC | 18.5984 Sample2_PA_TCGTAGACACAAGACG | 18.60029 S3PA_AAACCTGTCCTTCAAT | 18.60128 S4AO1_AGAGTGGTCGTTGACA | 18.60497 S3PA_TGACAACTCAGAGGTG | 18.60545 S3AO_GTGCAGCCACATTAGC | 18.60879 Sample1_AO_CGAATGTGTCGCGGTT | 18.60927 Sample1_AO_GGGAGATCAGATGGGT | 18.61002 Sample2_PA_ACGCCAGGTCTAGAGG | 18.61405 Sample2_AO_TGAAAGAAGGTGGGTT | 18.61486 Sample2_PA_GCTCCTAGTTGTGGCC | 18.61785 S4AO2_CTCGTACGTCCGTGAC | 18.62495 S3AO_TGGACGCTCAACGAAA | 18.62584 Sample2_AO_GCAGTTACAGGGTATG | 18.62828 S3PA_AACACGTCAGCGTCCA | 18.64433 S4PA_AAAGCAAAGAAGCCCA | 18.6477 S3AO_AAAGCAACAAACGCGA | 18.65061 S3PA_CACCAGGGTGGTGTAG | 18.65166 S3PA_CGCTATCAGAACTGTA | 18.65666 S3PA_CAAGAAATCTTGCCGT | 18.65713 S4AO2_CACATTTAGAGACGAA | 18.6572 S4AO2_GACGTTACATGTAAGA | 18.66347 S3AO_CAGCCGATCTCTTGAT | 18.67053 S3AO_CGTGTCTTCAGCTCGG | 18.67747 Sample2_AO_ATTATCCCACGAAAGC | 18.67761 S3AO_GGAGCAATCGGAAACG | 18.67823 S3PA_GGACAAGTCACCCTCA | 18.6796 S3PA_AACACGTTCCGAGCCA | 18.68051 S3AO_CCCAATCCAAGCCATT | 18.6807 Sample2_AO_CCAATCCAGAATGTTG | 18.68745 S3AO_CAAGAAATCGGATGGA | 18.6906 Sample1_AO_ATCTGCCGTACAGTTC | 18.6936 S3AO_GCAATCAAGGGCTTCC | 18.69402 Sample2_AO_GAATAAGTCACTTACT | 18.69587 S3AO_CCGTTCAGTTCCCGAG | 18.69886 S3PA_GACGCGTGTTGATTGC | 18.69945 Sample2_AO_AGCAGCCGTCTCCACT | 18.70088 Sample2_AO_GCAATCAAGCCGCCTA | 18.70145 S3AO_AAGTCTGAGCCGTCGT | 18.70215 S3PA_ATCCGAACATGATCCA | 18.70904 S3PA_GTGCGGTGTCTCACCT | 18.71616 S4AO2_TGAAAGAGTTGTACAC | 18.71802 Sample1_AO_AAAGATGTCGAGAGCA | 18.72279 Sample2_AO_GGCTCGATCCGAGCCA | 18.72616 Sample1_AO_TCTCATAGTTCCCTTG | 18.73033 Sample2_AO_GACGGCTTCTTGCCGT | 18.73036 S4AO2_CGTTAGAGTCTAGTCA | 18.73207 Sample2_AO_CGGAGCTAGGTGCAAC | 18.73475 Sample2_PA_CGTGTCTTCGTTTGCC | 18.74543 S4AO2_CCACCTAAGTAATCCC | 18.74724 Sample2_PA_CACAAACCAAGCCGTC | 18.75141 S4PA_ACGGAGATCCCAAGAT | 18.75222 S4AO2_AACCGCGTCGTCGTTC | 18.75766 S3AO_CTCTACGGTTCCGGCA | 18.75917 S3PA_TATTACCGTCACCTAA | 18.76074 S3PA_AGCTTGAGTGCCTTGG | 18.7668 S3PA_AAGCCGCGTGACGGTA | 18.77194 Sample2_PA_ACACCGGGTCATTAGC | 18.77212 Sample2_AO_ACCGTAATCCAGGGCT | 18.77255 Sample2_AO_GTTAAGCAGGCATTGG | 18.77329 Sample2_AO_GAAACTCTCTATCCCG | 18.77758 S4AO1_ACTTTCACAGTCTTCC | 18.78036 S4AO2_GTATTCTGTCGGCATC | 18.78072 Sample2_PA_CGCGTTTGTCTAGGTT | 18.78215 Sample2_AO_AGTGAGGCAAGCCGCT | 18.78655 S3AO_CGTTCTGAGATGCGAC | 18.79099 S3PA_CGAGAAGGTGTTTGTG | 18.7936 S4AO1_TCAATCTCAACTTGAC | 18.79384 Sample2_PA_ACAGCTATCTGTCTCG | 18.79469 S3PA_ACACTGACACGGTGTC | 18.80559 S4AO1_TGTATTCTCAACCATG | 18.80593 S3AO_GCAGTTATCAGCAACT | 18.80812 S4AO1_AACCGCGTCGTCCAGG | 18.81726 Sample2_PA_GTGCTTCGTGCTTCTC | 18.81758 S4PA_CCTACCACACAAGCCC | 18.81987 S4AO1_CTCGGAGAGTGGAGTC | 18.82109 Sample2_AO_ACACCGGAGGTTCCTA | 18.82111 S3PA_GTGAAGGAGTCCGGTC | 18.82545 Sample2_AO_CATTCGCAGCTGATAA | 18.8272 Sample2_PA_ACATACGCACGGATAG | 18.82743 S3PA_TACCTTATCGGCTACG | 18.83211 S3PA_TGAAAGACAGTTCATG | 18.83889 S4PA_CGATGGCGTTTGACAC | 18.8446 S4AO1_CAGGTGCGTCCTAGCG | 18.84865 S3PA_GAAATGACAATGAATG | 18.85505 S3PA_CCGTACTTCCGTTGTC | 18.85744 S3PA_GTACTCCGTCCCGACA | 18.85782 S3AO_TAGAGCTAGTCCAGGA | 18.85966 S4PA_GAATAAGTCACCCTCA | 18.86169 Sample2_AO_CTGAAGTGTCTGGAGA | 18.86215 S3PA_GTCCTCAAGGATGGAA | 18.86264 S3PA_GAAGCAGCATTTCACT | 18.86369 S4AO2_GTGAAGGCACCCTATC | 18.86541 S3AO_CGAGAAGGTCCCTTGT | 18.86566 Sample2_PA_CACAAACAGATCGGGT | 18.86924 S4AO1_AAGGCAGTCGCCGTGA | 18.87119 S4PA_ACGAGCCCATCGATGT | 18.87192 S3AO_AGCAGCCCATTCTTAC | 18.8731 Sample1_AO_TCAGGTACAGACGCTC | 18.87465 S3PA_CCTTTCTTCATCGATG | 18.8763 S4AO1_TTAACTCTCGTCCGTT | 18.87818 Sample2_AO_TGGGAAGGTACAGACG | 18.89478 S3PA_CAGATCACAGTAAGCG | 18.89492 Sample1_AO_GTGCAGCCATATGGTC | 18.89567 S4PA_CTCGAGGTCTGGCGAC | 18.89606 Sample2_AO_ACTTGTTGTACGCACC | 18.89855 S3AO_TGGACGCAGGCTCAGA | 18.90312 Sample2_AO_TCTTCGGCAAGCGCTC | 18.90507 S4PA_ACTTGTTAGGAGTTTA | 18.90642 Sample1_AO_AGCGGTCCAATAACGA | 18.91353 Sample2_AO_CACCAGGAGCCTTGAT | 18.91378 S4AO2_CGTTGGGGTTGTACAC | 18.91429 S3PA_CCGGTAGGTTGTCTTT | 18.9145 Sample2_AO_CAGCGACCAGGCTGAA | 18.91762 S3AO_GGATTACGTACTTGAC | 18.91793 S4AO1_CCCTCCTTCAGCTGGC | 18.91904 Sample2_AO_GATGAAAGTGCACCAC | 18.92189 Sample2_AO_TGAGAGGGTGCGGTAA | 18.9226 S3PA_CTTGGCTAGGCCGAAT | 18.92327 S4AO2_TCCACACTCTGAGGGA | 18.92331 S4AO1_TGAAAGATCATGTCTT | 18.92476 S3AO_AGATCTGAGCGTCAAG | 18.92688 Sample2_AO_GGATGTTTCACCATAG | 18.92884 Sample1_AO_GCATGTACACCGAAAG | 18.93001 S3PA_GATCGCGAGAAACCAT | 18.94309 S4AO1_AACTCTTAGCTAGTCT | 18.94715 Sample2_AO_ACTGATGGTGCCTGGT | 18.95311 Sample2_AO_CTTTGCGTCACATAGC | 18.95782 Sample2_PA_AGCTTGACATTCTTAC | 18.96009 S4AO1_AATCGGTGTGAGGCTA | 18.96123 Sample2_AO_GGACATTCAGGTGCCT | 18.96434 Sample2_AO_GTGCATAAGTATTGGA | 18.96811 S3PA_ACTTGTTGTCTGATCA | 18.96949 S4AO2_GTCGGGTTCGTAGGTT | 18.96984 Sample2_AO_TTCGGTCAGGATCGCA | 18.96995 S3AO_AGCGTATAGTGTCCCG | 18.97073 S3PA_GATCGTATCGGATGGA | 18.97154 S3AO_GCTGCGATCTTGTCAT | 18.97216 S3AO_GCAATCACATCACAAC | 18.97703 S3PA_TAGAGCTTCCTGCTTG | 18.97925 Sample2_AO_CATATTCCATTGGCGC | 18.98028 S3AO_AGGGATGAGGACATTA | 18.98361 S3AO_CCCAGTTTCGGATGGA | 18.9854 Sample2_PA_GATGAGGCACCAGCAC | 18.98706 Sample1_AO_CACCACTTCATTGCCC | 18.9872 S3PA_GCACTCTGTAGGCATG | 18.98974 S4AO2_CGTGTCTCATCAGTAC | 18.99386 S3PA_AACTCTTAGTGCTGCC | 18.99549 S3PA_GCACATATCATTATCC | 18.99744 S3AO_GCTTGAAGTCTAACGT | 18.99748 S3AO_TATGCCCTCTGGTGTA | 18.99788 S3PA_TTAGTTCCACAGACTT | 18.99971 S3PA_AGCGTCGTCCCAACGG | 19.00121 Sample2_AO_AAGGTTCGTCATGCCG | 19.00262 S4PA_GGAGCAAGTGTATGGG | 19.0066 S4AO1_GGATTACTCAGTCAGT | 19.00743 Sample1_AO_GACGTTACATGGTTGT | 19.0143 S3PA_TCATTACGTACCCAAT | 19.01459 S3PA_ATGGGAGCAGCTGTAT | 19.01801 Sample2_AO_CACCTTGTCTCTAAGG | 19.02302 S3PA_GCAGCCACAGTGGAGT | 19.02497 S4AO2_GCCAAATAGCGCTTAT | 19.02682 S4AO1_CATCAAGCACCACGTG | 19.02802 S4AO1_AGCGGTCGTGCCTTGG | 19.02812 S3PA_ATTATCCTCACCGGGT | 19.02827 S4AO2_CGGACTGGTACAGACG | 19.02829 S3AO_GTTAAGCAGATCCCAT | 19.02928 S4AO2_GGACATTCATCGGGTC | 19.0301 S4PA_GCTGCAGGTTCTGGTA | 19.03119 Sample2_AO_ACGATACCAGCAGTTT | 19.034 Sample1_AO_GTTTCTAGTCGTGGCT | 19.03406 S4AO1_TGAGGGAAGGCCATAG | 19.03463 S4AO1_TCGTACCCAGTGACAG | 19.03719 Sample1_AO_AGAGCTTAGTGAATTG | 19.03745 Sample2_AO_GTCCTCAGTAGCTGCC | 19.04039 S4PA_GATGAAACAAGGACTG | 19.04176 S3PA_CACACTCTCGGAATCT | 19.04207 Sample2_AO_GGGAGATAGTGGTAAT | 19.04322 Sample2_AO_CAGATCATCTGAGTGT | 19.0449 Sample1_AO_TTCTCAATCCCTTGTG | 19.04985 Sample2_AO_TAAGTGCTCCGTTGCT | 19.05185 Sample2_AO_CTTTGCGTCTCCCTGA | 19.05194 Sample2_PA_GACTACAGTAAGAGGA | 19.05427 S4AO2_GGGAATGAGGCTCAGA | 19.05465 Sample1_AO_TCGGGACGTCAGAGGT | 19.06163 S4AO1_TTGTAGGAGCGTCAAG | 19.06647 S3PA_TTCGAAGCAATGAAAC | 19.06677 S4AO2_CGATCGGGTAGGACAC | 19.07204 S3AO_TGCGCAGAGCGTGAAC | 19.07446 Sample1_AO_TATTACCAGCATCATC | 19.07514 S3PA_AAGTCTGCAATCACAC | 19.076 Sample2_PA_CAACCTCGTCTCCCTA | 19.07645 Sample2_AO_GAACCTATCACGATGT | 19.07704 Sample2_PA_CTCGAAATCGCCATAA | 19.07712 S4PA_AAGGAGCGTCCGAATT | 19.07721 Sample2_AO_CTACGTCTCTGCTTGC | 19.08046 Sample1_AO_TACACGAAGATCTGCT | 19.08062 S3PA_TGCACCTGTCAACTGT | 19.08175 S4AO1_GGACGTCCAGCTGTAT | 19.08353 Sample2_AO_CTCGGAGCATGCCTTC | 19.08541 S4AO1_CGTCCATAGTAGTGCG | 19.08552 Sample1_AO_GTCCTCAAGGGCACTA | 19.08657 S3AO_TGCGCAGTCAGTGTTG | 19.08686 Sample2_AO_GTTACAGTCCCAAGTA | 19.0886 Sample2_AO_CAAGAAAAGTCAAGGC | 19.09048 S3PA_AAAGATGCAGCATACT | 19.09353 S3AO_CTAAGACTCTTAGAGC | 19.09546 Sample2_AO_GAACCTAAGATCTGAA | 19.09617 Sample2_PA_ACACCAACACTTCTGC | 19.09657 Sample2_PA_GCTGCGATCGGCGCTA | 19.09868 Sample1_AO_GACGTGCTCAGCACAT | 19.09886 Sample2_PA_CCTTACGTCGGCTTGG | 19.09922 S4PA_TGGGCGTGTGGCTCCA | 19.101 S3AO_GGACAGAAGTGAAGTT | 19.10175 S4AO2_TCTATTGAGTTCGCGC | 19.10434 Sample2_AO_AGACGTTCAAGCGAGT | 19.10445 S3PA_TCGGTAAAGTGCCAGA | 19.11032 Sample1_AO_GACTAACTCTGGTGTA | 19.11315 S3AO_GGGCACTAGTTCGATC | 19.11393 Sample1_AO_GACCTGGAGATACACA | 19.11399 S3PA_ACACCGGCAATGTAAG | 19.11639 Sample2_AO_TTATGCTGTGGGTCAA | 19.11685 S3PA_TAGTTGGAGACAAAGG | 19.12206 Sample2_AO_CAGAATCCATGCCTAA | 19.12274 S3PA_CACCTTGGTCTTCAAG | 19.12342 S3PA_ATGTGTGTCTTAGCCC | 19.12466 Sample1_AO_TGGGAAGAGCGTTTAC | 19.12596 Sample1_AO_GTCACGGGTGCACTTA | 19.12636 Sample1_AO_CACAGTACAAGGGTCA | 19.12677 S3AO_AGCTCTCGTCCCTTGT | 19.12679 Sample2_AO_TCGTAGAGTTGCGCAC | 19.12864 S4AO1_GCGCGATAGCTCTCGG | 19.12912 S4PA_CAGCAGCCATTTCACT | 19.13012 S3PA_GTTCATTAGAGCTATA | 19.13308 S4PA_CAGCAGCCACAACTGT | 19.13528 Sample2_AO_GGGCATCTCATAAAGG | 19.13723 S3PA_CTCGAAAAGCTACCGC | 19.13819 S3AO_TGACTTTTCAGTCAGT | 19.13822 S4AO1_GTACTCCAGCACACAG | 19.13837 S3PA_TTGTAGGAGGCAAAGA | 19.1389 Sample2_AO_TGCTACCAGGTCGGAT | 19.14051 Sample2_PA_TTTACTGAGCGACGTA | 19.14068 S3AO_ATCATGGGTTCCGTCT | 19.14087 Sample2_PA_CGACCTTTCCTGCTTG | 19.14377 S3AO_TACGGATTCGCTTGTC | 19.14528 Sample2_AO_ATGAGGGGTAGCGCTC | 19.14747 S4PA_GCAGCCATCCGAACGC | 19.14772 S3PA_TGCACCTCAGACAAGC | 19.14905 S3PA_GATCGATGTAAACCTC | 19.14973 S3AO_AACGTTGAGTCCGTAT | 19.14997 S3PA_GGGTTGCGTCGAACAG | 19.15043 Sample2_AO_ACTGTCCTCAACCAAC | 19.15103 Sample2_AO_GTGGGTCGTGTGACCC | 19.15217 S4AO1_TGTGGTAAGCTCCTCT | 19.15321 S4AO1_CTCACACCACAGGAGT | 19.15394 S4AO2_AAAGATGCAAGTCTAC | 19.1577 S4AO1_CAACCAATCATGCATG | 19.15879 S4AO2_CTTAACTGTGATGTCT | 19.16097 S3PA_CGGACACCATTGAGCT | 19.16106 S4PA_GGGAGATCACCCATTC | 19.16124 S3AO_ACTGAGTAGGGTGTGT | 19.16203 S4PA_ATCTACTGTCGCATCG | 19.16466 S3PA_GTTCATTCACTAGTAC | 19.16647 S4AO1_CGGTTAAAGATGTCGG | 19.16761 Sample1_AO_ACGGAGAGTCTTGTCC | 19.16879 S3AO_GCCTCTAGTTGGTTTG | 19.16933 Sample2_PA_CCATTCGTCCATGCTC | 19.17447 S4AO1_GCTTCCACAGCTGTAT | 19.17681 Sample2_PA_GCATACAGTTGATTGC | 19.17824 S3AO_TCCACACGTCCGTGAC | 19.18037 S4AO2_AAGTCTGTCCGCGTTT | 19.18359 S4AO2_AAATGCCCATCATCCC | 19.18509 S3PA_CATCGAAAGGAATTAC | 19.18522 S4AO2_AACTCAGTCTGTGCAA | 19.1863 S3PA_CCAGCGAAGAAGGTGA | 19.18637 Sample2_AO_CGTTAGACATCACAAC | 19.18692 S3PA_CGCGTTTAGCCAGTTT | 19.19053 S4AO1_GTAACGTAGATCACGG | 19.19238 S4AO2_GGGATGAAGCTGCCCA | 19.19311 S3PA_AGTGGGATCACGCATA | 19.19574 S3AO_GGTGAAGAGCTAGCCC | 19.20049 Sample2_PA_TCACGAACATGTTCCC | 19.20102 Sample2_AO_GTCACGGGTTCACCTC | 19.20173 S4AO1_GCAAACTGTTCAACCA | 19.20273 Sample1_AO_AAGCCGCAGCTGCAAG | 19.20331 S3AO_AACACGTGTGGTGTAG | 19.20562 Sample2_AO_AAAGATGGTCGCGAAA | 19.20594 S3AO_GGAATAAAGTGATCGG | 19.20743 S3AO_CTCAGAACACGGACAA | 19.20756 Sample1_AO_CAAGTTGTCCGAAGAG | 19.20819 S3AO_ATTACTCTCCAGAAGG | 19.20866 Sample1_AO_GATTCAGTCGGTCTAA | 19.2087 Sample2_AO_GACACGCGTTCGGCAC | 19.2099 S3AO_GTGCTTCTCGGTTAAC | 19.21102 S4AO1_CCATGTCGTCCGTCAG | 19.21229 Sample2_AO_GGGAGATGTTAGTGGG | 19.21736 S4PA_CCCAATCTCTTTCCTC | 19.21789 S3AO_AAAGATGGTTCGGCAC | 19.21875 S3AO_TCTGGAACACGAAGCA | 19.21923 S3AO_GTCAAGTGTACCGGCT | 19.22054 S4PA_TGCCCTATCTCTGAGA | 19.2211 Sample2_AO_CAGAGAGTCAGCGACC | 19.22224 S3AO_AAGGAGCGTGTATGGG | 19.22239 S4AO2_GGCGTGTAGTGATCGG | 19.22271 S4AO1_AAGGTTCTCGTCCAGG | 19.22664 Sample2_AO_AGGGAGTGTGGTAACG | 19.22775 S3AO_GTACTTTAGAAACGCC | 19.22781 S4AO2_AGGTCCGGTCAACTGT | 19.22872 Sample2_AO_CTCGAGGGTCCCGACA | 19.22899 S4AO1_ACTTGTTTCCCATTTA | 19.22991 S4AO1_GACAGAGTCCTCCTAG | 19.23048 Sample2_AO_GCGCGATAGCTTATCG | 19.23102 S4AO2_ATCCACCTCTAAGCCA | 19.23198 S4AO2_TCGTACCGTGTGACCC | 19.23232 S4AO2_TGGACGCAGTTACCCA | 19.23439 Sample2_AO_AGGGATGCACAGGAGT | 19.23456 S4AO1_CCACCTAGTCCGTTAA | 19.2365 S4PA_CATCAAGCAATGACCT | 19.23931 S3PA_CACCAGGTCTTTACGT | 19.24044 Sample2_PA_TGTGGTACACCAGTTA | 19.24086 S3AO_ACTTTCATCGCGTTTC | 19.24353 S3AO_CATCAGAGTGACAAAT | 19.24623 S3AO_ACATCAGCAATCGGTT | 19.24947 S3PA_CAGCAGCGTACGACCC | 19.25034 S3PA_CTGATCCCAGGAACGT | 19.25417 Sample1_AO_GTGTTAGCAAAGTGCG | 19.25615 Sample2_AO_CCACGGAGTGGTGTAG | 19.25785 Sample2_AO_ACTTGTTGTTAAGTAG | 19.2579 S3AO_TCAGCAAAGAACTCGG | 19.26162 S3PA_GAGGTGATCTTTCCTC | 19.26324 S3PA_CCTAAAGAGGTTACCT | 19.26413 S4PA_ACTGAACGTCCGTTAA | 19.26452 S3PA_TGACTAGCAGTATGCT | 19.26883 S4AO1_CAGCAGCAGCTCTCGG | 19.26942 Sample2_PA_ACATGGTAGGGCTTCC | 19.271 S4PA_ATCCGAATCAACCAAC | 19.27125 Sample1_AO_AGAATAGTCCAATGGT | 19.27388 S3AO_GTAGGCCGTAGCACGA | 19.27499 S3PA_TGAGCCGCAGACTCGC | 19.27612 S4AO1_GTAACGTGTCACCTAA | 19.27614 S4AO2_GGCGTGTTCGCATGGC | 19.27795 Sample1_AO_TTGACTTTCCATGAAC | 19.27824 S4PA_TTGGAACTCTATCGCC | 19.27882 Sample1_AO_CTCTGGTGTATATGAG | 19.27921 S3PA_AGGTCATCATCCTTGC | 19.28003 S3AO_CGAGCACTCATAACCG | 19.28278 S4AO1_AGGGAGTAGGTGCTTT | 19.28431 S3AO_AGTGGGAAGCCGCCTA | 19.28718 Sample1_AO_TTCGGTCTCCTCGCAT | 19.28782 S4AO2_GGGCACTCATGCATGT | 19.28913 Sample2_AO_GATCAGTTCAGCTTAG | 19.28914 Sample1_AO_TTGCGTCCAGCCAGAA | 19.28988 Sample1_AO_AGTCTTTCACAGCCCA | 19.29047 S3PA_CTTAGGATCTTGCATT | 19.29118 S3AO_GGAGCAAAGTAGCCGA | 19.29193 S4AO2_GATGCTAGTCTCTCGT | 19.29209 Sample2_PA_TGAAAGACATTGCGGC | 19.29345 Sample1_AO_CTTTGCGAGATGTAAC | 19.29584 S4AO1_CTCGGGACAAGCCCAC | 19.29599 Sample2_PA_AATCCAGGTTCAGCGC | 19.297 Sample2_AO_ATTGGTGGTCTTCTCG | 19.29769 Sample2_AO_TACTCGCAGCCACTAT | 19.29784 S4AO2_AGCGTATAGGAGCGAG | 19.30011 S3PA_TCGAGGCCACACATGT | 19.30189 S3AO_ACACCCTTCCTAGAAC | 19.30672 S3PA_GATCTAGCACCTTGTC | 19.31163 Sample1_AO_AGGTCCGCATCCTTGC | 19.31223 S4AO1_AGGTCATAGAGCCCAA | 19.31355 S4PA_GGCGACTCACCCTATC | 19.31407 S4AO2_AAATGCCGTACCGCTG | 19.31484 S3AO_GCAAACTAGGGAACGG | 19.31621 Sample2_AO_TAAGTGCGTGCGAAAC | 19.31654 S3PA_ATCCACCGTTCGTCTC | 19.31893 S3AO_AACCATGCAATGGATA | 19.32035 Sample2_AO_CGAGCACGTGCAGACA | 19.32288 Sample1_AO_CGTCACTAGAGGTACC | 19.32373 Sample2_AO_ACGCCGATCAGTTTGG | 19.32397 S3AO_GCAATCATCTCCGGTT | 19.32839 Sample2_PA_CGATCGGGTCGCGTGT | 19.32894 Sample2_AO_CTAGAGTAGTTGCAGG | 19.33124 S4AO2_CCCAGTTCAAGTTGTC | 19.33129 S4PA_AGTGAGGGTGCAGTAG | 19.33216 S3AO_ACTATCTTCTTACCTA | 19.33434 Sample2_AO_GATTCAGAGCTAGTTC | 19.33649 S3AO_TCAGCAAAGCTCCCAG | 19.33748 S4AO2_GGGTCTGCACCCATGG | 19.34016 Sample1_AO_CCGGTAGGTGTGTGCC | 19.34052 S3PA_TCCACACGTGCTAGCC | 19.34349 Sample1_AO_GCAGTTAAGAAAGTGG | 19.34445 Sample1_AO_CTCGGGATCCCTAACC | 19.34529 S3PA_CCACTACCATAGAAAC | 19.3475 S3PA_ACTGAGTAGTGCCAGA | 19.34845 S3AO_TCAACGAGTTGACGTT | 19.35065 Sample2_AO_GTAGTCATCGTTGCCT | 19.35139 Sample2_AO_GCGCAGTGTCCGTGAC | 19.35469 S4AO1_GTAACGTCATCCTTGC | 19.35599 S4AO2_GTAGGCCCACATCCGG | 19.356 Sample2_AO_CGAGAAGTCATCACCC | 19.35638 S4AO2_ACTGCTCAGTGTTAGA | 19.35652 S4AO2_CGACCTTAGTTGTCGT | 19.35758 S4AO2_TTAGGCAGTTACGGAG | 19.35811 S4AO2_GCCAAATCAGCTCCGA | 19.35924 S3AO_TGACTAGAGTGTTTGC | 19.35925 Sample2_AO_CATATTCGTGAGGGAG | 19.35973 Sample2_AO_GGTATTGTCATGTAGC | 19.35998 Sample2_PA_AGCTTGAGTAAGGGAA | 19.36002 S4AO2_AGCAGCCCACGGTGTC | 19.36061 S3AO_TTGTAGGGTGGCGAAT | 19.36086 S4PA_TACGGTATCCGAGCCA | 19.36281 S3AO_TCAACGAGTACTTGAC | 19.3653 S4AO1_TCAGCTCGTGACGGTA | 19.36587 S4AO1_CTGAAACTCGCAAACT | 19.36916 S4AO1_TGACTAGAGCGACGTA | 19.36976 S3PA_ATTTCTGTCCATGCTC | 19.37106 S4PA_CGGGTCAGTAGCGTCC | 19.37211 S3AO_GCAGCCATCGGACAAG | 19.3732 S3AO_GTCGGGTTCACCCTCA | 19.37389 S4PA_TACGGGCGTTCCCTTG | 19.37409 S3PA_TGGTTAGTCAGCTCTC | 19.37554 S4AO1_CCTACACAGCCAGTTT | 19.37563 Sample1_AO_CAGTAACCACCAGGTC | 19.37675 S4PA_GTGTGCGTCGGAGGTA | 19.37828 S3PA_AGCAGCCGTAAAGTCA | 19.3809 S4AO1_ATAAGAGAGCAATCTC | 19.38094 S4AO1_CGACTTCGTCATGCCG | 19.38113 S3AO_AGAGCTTCAAACCTAC | 19.38368 Sample2_AO_GCGCAACCACTCTGTC | 19.38391 S3AO_GCATGTATCTGTGCAA | 19.38617 S3AO_TCGGGACAGATAGCAT | 19.38632 Sample1_AO_ACTATCTTCGGATGGA | 19.38634 S4PA_GACTACAAGCGTGTCC | 19.38747 Sample2_AO_TTGAACGGTCTAGTGT | 19.38767 Sample2_PA_CCCAATCCAACGATCT | 19.38829 S3AO_AAATGCCAGAATTCCC | 19.38897 Sample2_AO_ACTTTCAAGTGGACGT | 19.38967 S4AO2_ACCAGTAAGCCCAACC | 19.39092 S3AO_TTGGCAATCGTCGTTC | 19.39376 Sample1_AO_TCTTTCCGTTATCGGT | 19.39396 Sample1_AO_TCGTAGAAGGGCTTCC | 19.39575 S3PA_GCGCCAAGTTTGTTGG | 19.3998 Sample2_PA_TCCCGATTCAATCTCT | 19.40059 Sample2_PA_CATCGGGGTTCTGGTA | 19.40109 Sample1_AO_GTTCTCGCACCTATCC | 19.40197 S3PA_TCTCTAATCGGCCGAT | 19.40251 S3PA_TCACGAAAGGTTACCT | 19.40277 S3AO_ACGCCAGCACCCATTC | 19.40635 S3PA_AAACCTGTCGGTTAAC | 19.41046 S4AO2_TCGGTAACAAGTCTAC | 19.41082 S3AO_AGGCCGTTCTTGCCGT | 19.41298 S3PA_TGGGAAGCACCGTTGG | 19.41385 Sample2_PA_TTGACTTAGCTAACAA | 19.414 Sample2_AO_TAGCCGGCATGCTGGC | 19.41506 S4AO2_GACAGAGAGGCTCTTA | 19.41589 S4AO1_CAGCAGCTCACCACCT | 19.41622 S3AO_TGCGTGGTCATACGGT | 19.41729 Sample2_AO_TGGTTCCAGTGGTAGC | 19.41772 Sample2_AO_GATCGATAGTCCTCCT | 19.41804 S3AO_CGAGAAGTCGTTGACA | 19.41978 S4AO1_CGTAGGCCACTCGACG | 19.42146 S3AO_ACGATACTCCAATGGT | 19.42239 S4AO2_CGGTTAACACCAGCAC | 19.42496 S4AO2_CGTGTAATCTTTAGTC | 19.42504 S4PA_CGAGAAGCATATACGC | 19.42598 S3PA_GACACGCCAAGTTAAG | 19.42656 S4AO2_TGCGGGTGTTACGGAG | 19.42689 Sample1_AO_GGAACTTGTGAGTATA | 19.42921 S3AO_GATGAGGCATCCCACT | 19.42938 Sample2_AO_ATTGGTGGTTTGCATG | 19.42943 S3AO_TGCGGGTGTTCAGCGC | 19.43186 S4AO1_CTTGGCTTCCCATTTA | 19.43236 Sample2_AO_CCAGCGAAGCAATATG | 19.43471 Sample2_PA_CGACCTTGTCATTAGC | 19.43616 Sample1_AO_CAGTAACCAGGGAGAG | 19.43687 S4AO2_AGTCTTTGTGGCCCTA | 19.43754 S3AO_TTGGAACTCGCGATCG | 19.43809 S3PA_TTCGAAGTCCGCGGTA | 19.4384 S3PA_TCGGTAACACCATGTA | 19.43915 S4AO1_ACGATACCACGGTGTC | 19.44358 S3AO_GATCAGTGTGCACGAA | 19.44465 S4AO2_CCACTACTCATGCATG | 19.4454 S4PA_GGACATTTCAGGCAAG | 19.44697 Sample1_AO_CATATTCAGTATCTCG | 19.44858 Sample2_PA_ACGTCAAAGTGCAAGC | 19.44896 Sample1_AO_CATCGAATCTGGAGCC | 19.44955 Sample1_AO_GGGTCTGGTCGTCTTC | 19.45119 S3PA_TTTGTCAGTGCTTCTC | 19.45492 S3PA_TGCTACCGTAGTGAAT | 19.45588 Sample2_AO_CTAGAGTTCATGTGGT | 19.45663 S3PA_TCTCTAAAGTGTACCT | 19.45748 Sample2_AO_TGTGTTTTCGAACGGA | 19.4577 Sample2_AO_ACGGGTCGTGTTCGAT | 19.45832 S4PA_GATGCTACAGACGCTC | 19.45939 S4AO1_CGATCGGCAAGGACAC | 19.45971 Sample2_PA_TCTGAGAAGAAGATTC | 19.46124 Sample2_PA_TACTCGCGTTGATTCG | 19.4633 S3AO_CGAACATTCGACAGCC | 19.46346 S3AO_ACATCAGAGCCAGAAC | 19.46404 Sample2_AO_GGAATAAAGATGCCAG | 19.46535 S4AO2_AGGGTGATCCGTAGGC | 19.46718 Sample2_AO_TCGGGACAGCAGCGTA | 19.46984 Sample1_AO_ACCGTAATCGAATGCT | 19.47035 S3AO_CAGAGAGAGTTCGATC | 19.48281 S4PA_GTAGGCCTCATTGCCC | 19.48379 S3AO_TGAGAGGAGACAGAGA | 19.48399 S4PA_TGGCCAGAGCCCTAAT | 19.48568 Sample1_AO_GTACTCCTCATGGTCA | 19.48621 Sample2_PA_CGGAGTCGTCTAAAGA | 19.48716 Sample2_PA_TTTATGCGTTAAGTAG | 19.4873 S3PA_TTAACTCAGCTCAACT | 19.49057 S4PA_AGCTCCTGTCTCAACA | 19.49378 S4AO1_TACGGTAAGCCAACAG | 19.49548 S4AO1_CACACTCGTAGCACGA | 19.49638 S4AO2_ACCGTAAGTGTGCGTC | 19.49942 S3AO_GAAATGAGTCGCGAAA | 19.50138 S4AO1_GCTGCGACACCCAGTG | 19.50517 Sample2_PA_CACATAGCAAAGGCGT | 19.50529 S4AO2_GGTGTTAAGGGATGGG | 19.50784 S3AO_ATAGACCCAGACGCCT | 19.50828 S3AO_TCGTAGAGTCTGGAGA | 19.50971 S4AO1_CTCGGAGAGCACAGGT | 19.51272 S4AO1_CATCGGGTCGTAGGTT | 19.51581 Sample1_AO_CGTCTACCATACCATG | 19.51732 S4AO1_CTGGTCTGTCCCTACT | 19.51837 S3PA_CGGCTAGCACGGTGTC | 19.51894 S4AO2_TGCCCATAGAGGGCTT | 19.51901 Sample2_PA_GACCTGGAGAACTGTA | 19.51978 S3AO_CGCTGGAAGTCTTGCA | 19.51981 S3AO_AGCAGCCGTCATACTG | 19.52042 S3PA_GCGCGATCATAACCTG | 19.52245 S3AO_TCACAAGGTGTGAAAT | 19.52578 S3AO_GAACATCAGTGCTGCC | 19.52613 S3PA_CTTACCGGTATATGAG | 19.52764 Sample1_AO_GATGAGGAGGGCATGT | 19.53152 S4AO2_AGAATAGTCCAAGCCG | 19.53566 Sample2_AO_TTGCCGTGTTCAGACT | 19.53573 Sample1_AO_TATGCCCCAATCGGTT | 19.53574 Sample1_AO_TACAGTGGTTTAGCTG | 19.53588 Sample2_AO_CTGTGCTAGCTCCCAG | 19.53839 S4AO1_TACTTACAGCCCAACC | 19.53855 Sample2_AO_CACCACTTCTACTATC | 19.54041 S3PA_GAAACTCGTCCGAATT | 19.54131 Sample2_AO_AGCGTCGGTCAAACTC | 19.54287 S3AO_CGTGTCTTCTGACCTC | 19.54363 S3AO_GGGACCTAGGCATGGT | 19.54523 S3PA_CCTTCGATCATCGGAT | 19.54717 Sample2_AO_GACGTTATCTACTTAC | 19.54917 S3PA_GGCGTGTTCTTTAGTC | 19.54963 Sample2_AO_CACACCTCATGTAGTC | 19.55042 Sample2_AO_ACACTGACAGGGTATG | 19.55145 S4AO1_GATCGTATCTATCGCC | 19.55225 S4AO1_TGCGTGGGTACGACCC | 19.55337 Sample1_AO_CAAGTTGAGACTGGGT | 19.55538 S4AO1_GCTGCAGGTAGTACCT | 19.5561 S4AO1_ACGGAGATCGTCGTTC | 19.55623 S3PA_CGCTTCATCGTACCGG | 19.55739 S3PA_AGTGTCAGTACACCGC | 19.55833 S4AO2_GCGAGAAGTAGCGCAA | 19.55932 Sample2_AO_CGTTGGGTCATAACCG | 19.56103 S3PA_ACTGCTCTCGGACAAG | 19.56103 Sample2_AO_AAAGCAAGTTTGGCGC | 19.56257 Sample2_AO_ATAGACCTCAGCATGT | 19.56289 Sample1_AO_GAATAAGGTCCATGAT | 19.56371 Sample2_AO_TAAGCGTGTGTTGGGA | 19.56412 S3AO_GCTCCTACAGACTCGC | 19.56432 Sample2_AO_CCTATTATCGAATGCT | 19.56477 Sample2_AO_CACAGGCGTGTGGTTT | 19.56501 S4AO2_CACACTCGTAGCTCCG | 19.56585 S3PA_TAGACCACACATGGGA | 19.5663 S4AO2_GTCAAGTGTACACCGC | 19.5677 S3AO_AGCATACCATAGAAAC | 19.56836 S3AO_GTCAAGTGTTTGTTGG | 19.57259 S4AO1_CGCTGGAAGTGGTAAT | 19.57306 Sample2_AO_TCTGAGACACGTCAGC | 19.57435 Sample1_AO_ACAGCTAAGGGAGTAA | 19.57478 Sample2_AO_AACTCTTGTCCAGTTA | 19.57518 S3AO_TGACGGCGTCTACCTC | 19.57593 Sample2_AO_TGCCCTAAGATGCGAC | 19.57792 Sample2_AO_ATAACGCCAATAAGCA | 19.57813 S4AO2_GCAATCACATCAGTCA | 19.57844 S4AO2_GTTACAGCAAAGGCGT | 19.57875 S4PA_TACGGTAGTCAAAGAT | 19.57935 S3AO_GTAGGCCAGTCCGGTC | 19.57944 Sample2_PA_GCGGGTTTCGTTTAGG | 19.57956 S4AO2_GACGCGTTCTCGTTTA | 19.57967 S4AO2_AGCGTCGTCCGCATCT | 19.58212 Sample2_PA_CGTGTCTCATCACGTA | 19.5832 S4PA_CCAATCCCATGAGCGA | 19.58321 S4PA_TGGACGCAGGCAGGTT | 19.58479 S4AO1_ACTGAGTAGGCAATTA | 19.58618 S3AO_AGAGCGAGTCATGCCG | 19.5863 S4PA_GACGCGTAGAAACCGC | 19.58648 S3AO_TTTCCTCAGGTTACCT | 19.58683 S4AO1_CGAGCACTCAGCTCGG | 19.59075 S3AO_ACGGCCAAGTCAATAG | 19.59112 Sample2_AO_TGACTTTCAGCTGCTG | 19.5923 S3PA_GCCAAATAGATATACG | 19.59289 Sample2_AO_ACTGAGTTCTGATACG | 19.59302 S3PA_CCGTGGATCTCTGCTG | 19.59553 S4AO2_CGGTTAAAGTAACCCT | 19.59612 Sample2_AO_CAGTAACGTAGGACAC | 19.59625 Sample1_AO_TCATTACAGGAGTTGC | 19.59633 S4AO1_CTCAGAAGTAAATGAC | 19.5966 S4AO1_TACTTACAGGTCGGAT | 19.59803 Sample2_PA_GTATCTTAGGCAAAGA | 19.59842 S4AO1_CATCAGACACAGGAGT | 19.59951 Sample2_AO_GGAGCAAAGAAGAAGC | 19.60074 Sample2_AO_CACACCTTCTTCGAGA | 19.60221 S3PA_CATCAGAGTCAGGACA | 19.60235 S3PA_GTCTTCGCAAGAGTCG | 19.60594 Sample2_AO_AAGTCTGGTGCCTGGT | 19.60631 Sample2_PA_CTGATAGTCCACGCAG | 19.60679 S4PA_GTACTTTCACCAGCAC | 19.60734 S4AO1_CCGTTCAGTACGACCC | 19.61034 Sample1_AO_GAACATCTCTTGCAAG | 19.61051 S4AO2_GAGGTGAGTCCGAACC | 19.61262 S4AO2_AGCCTAAAGCAGACTG | 19.61537 S4PA_GGCAATTTCGTATCAG | 19.61633 S3AO_GTAACTGGTGCACGAA | 19.61885 S4AO1_GCGACCATCACAAACC | 19.62026 Sample2_PA_ACGTCAAGTCTGCGGT | 19.62123 Sample2_AO_ATCATCTCAGGTGGAT | 19.62473 Sample2_AO_AGTGAGGCACAGTCGC | 19.6249 S4AO2_TTGGCAAAGGCATTGG | 19.62632 S4PA_ATTGGACGTGCCTGCA | 19.62751 S4AO2_TGAGCCGAGTATCGAA | 19.6284 Sample1_AO_AGCCTAAGTTTGCATG | 19.62867 S3AO_TGTGTTTCAGCTGTGC | 19.62929 S4AO1_TCGCGAGCACGCTTTC | 19.62991 Sample2_AO_ATAGACCAGCAGCCTC | 19.63062 S4AO2_TTCTACACAACGCACC | 19.63449 S3AO_GATGAGGGTAGTACCT | 19.63508 S4AO2_ACGCCGACACAAGCCC | 19.63584 S4AO2_AAACGGGCAGGTGGAT | 19.63772 S3PA_CAGCATAAGGCCATAG | 19.63922 S3AO_CGGAGTCGTCAAACTC | 19.64055 S4AO1_ACTGAGTGTCGCGTGT | 19.64204 S4AO2_CACATAGCACATGTGT | 19.64236 S3PA_ACGAGGAAGAACTCGG | 19.64392 S3AO_CGCGGTAAGGTAGCCA | 19.64392 S3AO_CGTTCTGCATTCACTT | 19.64478 S3PA_TACCTTAGTAAGAGAG | 19.64519 S3PA_CTGCCTAGTTGAACTC | 19.64757 Sample2_AO_GCTGCAGAGTGGACGT | 19.64933 S4PA_ACGGCCATCAGTGTTG | 19.64974 S4AO2_ACTGTCCCAGCTCCGA | 19.65006 Sample2_PA_GCAATCATCAGGCAAG | 19.6516 S4PA_ACACCGGCAAAGTGCG | 19.65194 S4AO1_GACACGCTCTCAAGTG | 19.65216 S4PA_GACGCGTCAAAGCAAT | 19.65234 Sample2_AO_AGTCTTTAGCTGCCCA | 19.6524 Sample2_AO_CGATGGCAGCACCGCT | 19.65333 S4AO2_CGGAGTCGTAGTGAAT | 19.65378 S4AO2_GACGTGCTCCGAGCCA | 19.65604 S4AO2_ATTGGACTCCTTCAAT | 19.65701 Sample2_AO_TTGAACGCATTTGCCC | 19.65741 S4PA_GACACGCTCTGATACG | 19.65852 Sample1_AO_GGTGCGTTCAGAAATG | 19.6594 S4AO1_AGTTGGTTCAGGCCCA | 19.65967 S3AO_CTAGCCTAGTGGTCCC | 19.66013 S3AO_GACGTGCAGCTAGTCT | 19.66092 Sample1_AO_TGTCCCATCCGTCAAA | 19.66099 S4AO1_CCGGTAGAGGCCCTCA | 19.66137 S3PA_TACTCGCCAAGAAGAG | 19.66213 Sample2_PA_CCCAATCCAATCTACG | 19.6622 Sample2_AO_TTTATGCTCCATTCTA | 19.66251 S3PA_TCAACGAAGAGCTTCT | 19.66258 S4AO2_CTAGTGAGTGTAAGTA | 19.66378 Sample2_PA_TGTGGTATCATTGCCC | 19.66529 S3PA_CCTCTGAAGCGTTTAC | 19.66609 Sample2_AO_ATCCACCAGACAAGCC | 19.6666 S4AO2_GGCGTGTGTCATCCCT | 19.66784 S4AO1_AACTTTCCACCCTATC | 19.66908 Sample2_PA_CCGGGATCAGTCTTCC | 19.66928 S4PA_CCTAAAGTCCCATTAT | 19.66988 S3AO_CGACTTCTCCTCATTA | 19.67005 S4AO1_AGCGTATGTCTCCATC | 19.67144 S3AO_CCAATCCTCTCGTTTA | 19.67207 S4PA_AAATGCCAGACATAAC | 19.67214 S4AO1_AACCATGCATTGGGCC | 19.67239 Sample2_PA_ACGCCAGCACTTACGA | 19.67278 Sample2_PA_GTACTTTAGGTGCAAC | 19.67351 S3PA_TCAATCTCATTAGCCA | 19.67485 S4AO2_CTAAGACTCTGCAAGT | 19.67617 S4PA_GTCTCGTTCTTTAGTC | 19.67716 S3AO_GGACGTCCACGGATAG | 19.67847 Sample1_AO_TATTACCAGTACTTGC | 19.67991 Sample2_AO_TAGAGCTCAATGTTGC | 19.68018 Sample2_AO_CGATGTAAGAGATGAG | 19.68218 S4PA_CATATGGAGAGGACGG | 19.68267 S4AO1_GGATGTTGTGTCGCTG | 19.68375 S3AO_GTGCGGTTCTATCCCG | 19.68509 S4PA_CTAAGACGTTGCTCCT | 19.68516 S3AO_CGGAGTCCACGGTGTC | 19.68521 S4AO2_GCTGCGAGTTAAAGAC | 19.68562 Sample2_AO_TGAGCATAGGATGTAT | 19.68679 S3AO_CGTGTCTGTTCACGGC | 19.68746 S4AO1_GGGTCTGCAAGCGAGT | 19.68765 S3AO_CGGTTAAGTAGCAAAT | 19.68795 S4AO1_CTACATTGTGACGCCT | 19.688 Sample2_AO_CATCAGATCATACGGT | 19.68899 S4AO2_GGCGTGTGTACCGCTG | 19.68901 Sample1_AO_CAACCAATCAGTGCAT | 19.68958 S4AO2_AGACGTTGTGTCAATC | 19.68995 Sample2_AO_ATCGAGTAGGATGCGT | 19.69073 S4AO2_AGAGTGGAGGTGATAT | 19.69246 Sample2_AO_GCACATAAGCTCTCGG | 19.69372 Sample2_AO_ACTTACTAGATGCCTT | 19.69474 Sample2_AO_GTCGGGTCAGGAATCG | 19.69531 Sample2_PA_GTGCGGTTCATGCTCC | 19.69648 S4AO1_GTGCAGCTCCGAGCCA | 19.69664 S4AO2_AGCGGTCTCGGCTACG | 19.69685 Sample1_AO_CGAGCCAGTCATGCAT | 19.69686 S3PA_GTCACGGTCCATGCTC | 19.69723 S4AO1_GGAATAAGTCACCCAG | 19.69752 S4AO2_AAACCTGAGGCCCTCA | 19.70003 S3AO_ATCCACCTCTTTCCTC | 19.70019 S4AO2_ATCACGAAGAGGTACC | 19.7002 S3AO_TGAGAGGGTAATTGGA | 19.70051 Sample2_AO_CATATGGTCAACCAAC | 19.70077 S4AO2_CTGAAGTGTGCGAAAC | 19.70099 S4AO2_GATCGCGTCTCGATGA | 19.70146 S3PA_CCAGCGATCATCTGCC | 19.70238 S4AO1_TGGACGCCAGGTGGAT | 19.70274 S4AO1_CTGCTGTAGCTAGCCC | 19.70277 Sample2_AO_CGATCGGGTAGGAGTC | 19.70307 S4AO2_CGTCACTCATCAGTCA | 19.7039 Sample1_AO_CACCACTCACCGGAAA | 19.70423 S4AO2_TACTTACAGAGGACGG | 19.70448 Sample1_AO_TGAGCATAGTTATCGC | 19.70463 Sample1_AO_CATCGGGGTCCTGCTT | 19.70487 S3AO_TACCTATCACCAGGTC | 19.70508 S3PA_CTCATTAGTTTGGGCC | 19.70526 S3AO_CACACTCTCTCTTATG | 19.70594 S4AO2_CGAATGTCATCACGAT | 19.70623 S3AO_GCCTCTACACAGCGTC | 19.70694 Sample1_AO_CATCGGGCAATCCGAT | 19.70697 Sample1_AO_ACATGGTAGCGATAGC | 19.70784 S3PA_CAGTAACTCTATCCCG | 19.70797 S4AO2_TAAGAGAAGTTGTAGA | 19.70847 Sample1_AO_TATCAGGGTCCCTTGT | 19.70864 S4AO1_CCATGTCGTCCTCCAT | 19.71056 S4AO2_GTCGGGTAGCGGCTTC | 19.71135 S3PA_AGATTGCAGAAGAAGC | 19.7125 S4AO1_AGTGAGGAGTGGGATC | 19.71274 S3AO_GCGAGAAAGCGTGAAC | 19.71306 S3PA_AACTCCCAGCCGTCGT | 19.71394 S4AO2_TGACTAGAGAAGGACA | 19.71494 S4PA_CAGGTGCGTAGCGTAG | 19.71665 S3AO_CGACTTCGTCTGCCAG | 19.7168 Sample2_AO_AGAGTGGAGCGTTGCC | 19.71751 Sample1_AO_AATCCAGTCACTGGGC | 19.71754 Sample2_AO_ATTACTCAGTATTGGA | 19.7178 S4AO2_GCATGCGGTCCATCCT | 19.72088 Sample2_PA_TCTGAGACAAGGGTCA | 19.72201 S4PA_TCGCGTTGTCAGATAA | 19.72269 S3AO_CGCTATCTCCCAGGTG | 19.72348 S3AO_TTAGTTCGTATAGTAG | 19.72358 S4AO2_TAAGTGCCACAGATTC | 19.72385 S4AO1_ACCGTAACAGATCGGA | 19.72388 Sample2_AO_ATCGAGTAGGCTATCT | 19.72405 S4PA_CCTAAAGAGGCTCATT | 19.72447 Sample1_AO_CTACGTCAGGAGTAGA | 19.72514 Sample1_AO_CCACGGAGTAGATTAG | 19.72525 S4AO2_GTGTTAGGTTATCGGT | 19.72588 S4AO2_GCACATATCGTAGGAG | 19.72661 S4AO2_GTGCAGCCAGGCGATA | 19.72728 S3PA_TGTGTTTGTTCACGGC | 19.72843 S4AO1_GATCAGTAGACAGAGA | 19.73044 S4PA_GACACGCTCAGTCCCT | 19.73124 Sample2_AO_AGTAGTCGTAGAGTGC | 19.7318 S4AO2_GCATGTACACCGAATT | 19.73197 S4AO2_AGCCTAACAATAGCAA | 19.73202 S3PA_AAAGTAGTCTGAGTGT | 19.73202 Sample2_AO_CCGGTAGGTGTGTGCC | 19.73271 Sample2_PA_ACCCACTAGCCGCCTA | 19.73413 Sample1_AO_GACAGAGTCCGCAAGC | 19.73543 S4AO1_GGAGCAAAGAAACCAT | 19.73546 Sample2_AO_TGTCCCAGTGGTTTCA | 19.73557 S4AO2_CACTCCATCATCGGAT | 19.73563 S4AO1_AGGTCCGCAAGGTTTC | 19.73568 S4PA_GCGCGATCACAACGCC | 19.73589 S4AO2_ACAGCTATCCGAATGT | 19.73663 Sample2_AO_GCTGCAGTCCACGTTC | 19.73821 Sample1_AO_TTAGGCACATACTACG | 19.73971 S4AO1_GGGACCTGTACCTACA | 19.74256 S4AO1_TATCTCAGTCGTGGCT | 19.74315 S4AO1_ACGAGCCGTTACGGAG | 19.74337 S3AO_TTCTACAAGCTCCTTC | 19.74421 Sample2_AO_GACGTGCGTTCGCGAC | 19.74442 Sample1_AO_CATCGAATCCTGCCAT | 19.74456 Sample2_AO_ACTTGTTTCCCACTTG | 19.74577 S4AO1_GTAACTGTCATTGCGA | 19.74602 S4AO1_AGCATACCAGTGAGTG | 19.74661 Sample2_AO_GACGCGTAGGGCTTCC | 19.74881 S3AO_AGCAGCCCATCTGGTA | 19.74954 S3AO_TACGGTAGTGTCGCTG | 19.74984 S4AO1_CACATAGAGCCAGAAC | 19.74993 Sample2_AO_TAGAGCTTCGGGAGTA | 19.75067 S4AO1_AGACGTTGTTCCACGG | 19.75122 S3PA_GGACGTCCACCTATCC | 19.75195 S4AO1_AAGGAGCTCGACAGCC | 19.75267 S3AO_GGACGTCAGGTTACCT | 19.75276 S4AO2_CTGATCCAGCTAGTTC | 19.75303 S4PA_TCTGGAATCTGCGGCA | 19.75336 S4PA_TCTTCGGCACCCTATC | 19.75419 S4AO1_GTGCATATCCTGCTTG | 19.75425 S4AO2_ATCACGACACGGCGTT | 19.75427 S3AO_CATGACAAGTGCGTGA | 19.75464 S4AO2_AGCTTGAAGATGTCGG | 19.75512 S3PA_TGGGAAGCACGGTAAG | 19.75602 S4PA_CTGATAGTCTTGACGA | 19.75692 Sample1_AO_TATCAGGGTAGCTTGT | 19.75823 S4AO1_CGAATGTCATTGTGCA | 19.75832 S3AO_TAAGTGCCATGTAGTC | 19.75906 S3AO_GCAGTTAGTAATCACC | 19.75932 Sample2_AO_CAGCAGCAGATCGATA | 19.76031 S4AO1_ACGCAGCAGATGTCGG | 19.76089 S4PA_ACTGAGTGTCCGAGTC | 19.76117 S3AO_TGCGTGGCATCCCATC | 19.76158 S4AO2_TACACGATCCCTCAGT | 19.76197 S4AO2_AGTAGTCGTTCGGGCT | 19.76249 Sample2_AO_GGACAAGTCTTGTATC | 19.76272 S3AO_ACGGGCTAGAGCCTAG | 19.76459 S3PA_GTTCGGGTCGGTGTTA | 19.76491 S3AO_CTCGTCAAGCGATATA | 19.76572 S4PA_TTGGAACTCCACGTTC | 19.76622 S4AO1_AGAGCTTAGTCACGCC | 19.76674 S3AO_AAGGCAGGTCTCACCT | 19.76758 S3PA_CACCACTCAGACGCTC | 19.76925 S3PA_AAGTCTGGTGACTACT | 19.76974 S4AO2_GATGAGGTCGTCTGCT | 19.77092 Sample2_PA_GCTGCAGGTGGTACAG | 19.77281 S4AO2_GCTGCGAGTTATCACG | 19.7731 S4PA_CATGCCTCACTCAGGC | 19.77318 S4AO2_GTAGTCAAGGTCGGAT | 19.7732 S4AO1_ACTATCTAGGGTCGAT | 19.77321 S4AO2_ACACCCTGTTGGTGGA | 19.77376 S4PA_ATCACGATCCGCAAGC | 19.77521 Sample2_AO_TGGCGCAGTACAAGTA | 19.77683 S4AO2_CGATGGCGTCGCATAT | 19.7808 S4AO1_GCGCAACGTAGCTCCG | 19.78294 S3PA_CACACCTAGTGACATA | 19.7832 S3AO_AACTCAGCATCCGGGT | 19.78401 S4AO2_CTCTGGTTCAACGGCC | 19.7845 Sample2_PA_GATTCAGGTTAAGATG | 19.78541 S3AO_GTAGGCCAGGCTCTTA | 19.78614 S3PA_CTGAAGTTCATCACCC | 19.78674 S3PA_CGATGGCTCTCGTATT | 19.78707 S3AO_ACGAGCCGTCCGAACC | 19.78722 Sample2_AO_GCGGGTTCACCCAGTG | 19.78832 S3AO_AGCAGCCCACCAGGTC | 19.78852 S3PA_TCATTACTCAAAGTAG | 19.78899 S3AO_GTAACTGCACCAGATT | 19.79094 S4AO2_GAGGTGAGTTCGTTGA | 19.79096 S4AO1_ACGGGCTGTCTTGATG | 19.79108 Sample2_PA_CGATGGCCAATCCAAC | 19.79304 Sample2_PA_TGTGTTTCAGCTATTG | 19.79361 S4AO1_GAAATGATCATGTCCC | 19.79448 S3AO_CTCATTATCAGCACAT | 19.79508 S4AO1_CTTACCGCAGGTGCCT | 19.79544 S4AO2_GTCACGGGTAACGACG | 19.79586 S4AO1_TACAGTGAGATGTCGG | 19.7965 S3AO_CACAAACGTGATGCCC | 19.79703 Sample2_AO_GAACATCGTCACTGGC | 19.79802 S3AO_ATTCTACGTCGGATCC | 19.79876 Sample2_AO_CGTCAGGTCGCCAGCA | 19.79918 S3AO_ACATACGAGCGATATA | 19.7997 Sample2_AO_GACTACAAGTTACCCA | 19.80026 S4PA_ACATGGTGTCGGCACT | 19.80029 Sample2_AO_TCTATTGCACGAAACG | 19.80036 Sample2_PA_AACTTTCGTACCGGCT | 19.8012 S3AO_AACTCAGAGGGAAACA | 19.80151 S3AO_ACGCCGATCTACTTAC | 19.80369 S3AO_AAACGGGTCCGTAGTA | 19.80514 S4AO1_ACCGTAACATGCTGGC | 19.80584 S4AO1_CACACCTGTCTAAAGA | 19.80601 Sample1_AO_GAACATCAGCTAGGCA | 19.80651 S3PA_ATCATGGAGTCCTCCT | 19.80741 Sample2_AO_GCATGATTCTCGTTTA | 19.80753 Sample1_AO_ACTATCTGTCCTCCAT | 19.80821 S3AO_GGATTACGTTTGGCGC | 19.80873 S4AO2_AGCGTCGAGGTCATCT | 19.80878 S3AO_ACACCGGGTCGGATCC | 19.81019 S3AO_CTCGTACAGTGGAGAA | 19.81096 S3AO_TTGGAACAGTCATCCA | 19.8114 S3AO_CGCTTCATCGGAGGTA | 19.81245 S4AO1_GGCCGATGTCGGCTCA | 19.81397 Sample2_AO_TAGACCAGTGCAGTAG | 19.81658 S3PA_CACCTTGGTGTAACGG | 19.81666 S3PA_ATGAGGGCATTGTGCA | 19.81688 Sample1_AO_CAGAATCGTCTACCTC | 19.81709 S4AO2_CTCTACGAGTACGCCC | 19.81805 S3AO_GCGCAACGTAATCACC | 19.81853 S4AO1_TCATTTGAGCTGCCCA | 19.81873 S4AO2_ATTTCTGTCACCCGAG | 19.82047 S4AO2_TTTGTCAAGCTTTGGT | 19.82275 S3AO_AGTCTTTAGAAACGCC | 19.82303 S3AO_ACCCACTGTACAGCAG | 19.82345 S4AO1_CTCGGAGGTCCGAAGA | 19.82368 Sample1_AO_TCGCGAGTCGACCAGC | 19.8259 Sample2_PA_GTGCAGCAGAGGTTGC | 19.82625 S4AO1_AAGCCGCCATCGACGC | 19.82689 Sample2_AO_GTGCGGTGTGGTAACG | 19.8286 Sample2_PA_GAAACTCTCAGGATCT | 19.82867 Sample1_AO_TTGGAACAGCGATAGC | 19.82964 S4AO2_AGCGTATGTTTGCATG | 19.83001 S3AO_TACGGATGTCACAAGG | 19.83028 S4AO1_AACTCCCGTGCCTGTG | 19.83058 S4AO1_CCACCTAAGTTCCACA | 19.83259 S3PA_TACACGAGTGTGCCTG | 19.83272 S4PA_TCGAGGCCAGGTGCCT | 19.83321 Sample2_AO_ATTTCTGTCCGATATG | 19.83321 S3AO_CTAACTTTCACGCGGT | 19.83347 S3AO_GGGACCTGTCATTAGC | 19.83348 S4AO1_CTTTGCGGTTATCCGA | 19.83354 S4AO2_CGTGTAATCGCCTGAG | 19.83404 S4AO1_ACGAGGATCCCATTAT | 19.83685 Sample2_PA_ATGCGATGTGGCTCCA | 19.8374 Sample2_AO_AGTTGGTTCGATCCCT | 19.83862 Sample2_AO_TGTGGTAAGACTCGGA | 19.83909 S4PA_TCCACACAGCAACGGT | 19.83961 Sample2_AO_ACGGGCTAGCAGATCG | 19.84125 Sample2_AO_TGGGAAGTCTCAAACG | 19.8416 Sample1_AO_TTTGCGCCACGTTGGC | 19.84269 Sample1_AO_GTATTCTCACGTGAGA | 19.84455 S4PA_GATCGATAGTAACCCT | 19.84568 Sample2_AO_CCTCTGAGTCCTCCAT | 19.84664 S4AO2_TAAGAGAAGGGCTCTC | 19.84801 S4AO1_CTCATTAGTCCAACTA | 19.84916 Sample1_AO_CGTCACTAGCGTTCCG | 19.85087 S3AO_ACGTCAATCCGTCATC | 19.85129 Sample2_PA_CAGAGAGTCGGCGCAT | 19.85174 S3AO_GTCATTTAGAGAACAG | 19.85194 S3PA_AGAGCTTTCTGAGGGA | 19.85224 Sample1_AO_CAGCTGGTCATGTCTT | 19.85243 S4AO1_GAGTCCGCATATGGTC | 19.8528 S4AO2_TTTATGCTCGGTCTAA | 19.85282 S3AO_GCATGTACAATCCGAT | 19.85451 Sample2_PA_CACACAACAAGACACG | 19.85479 S4AO2_TTCGGTCGTCGCTTTC | 19.85489 S4PA_TTGGAACAGGTGATTA | 19.85548 S3AO_CCACCTACATTTGCCC | 19.85587 Sample2_AO_AGCGGTCGTTTGACAC | 19.85695 S3PA_ACGGGCTAGTGCCATT | 19.85774 S3AO_TTAGGCATCTTGACGA | 19.85843 S3PA_GGGACCTTCTGTGCAA | 19.85922 Sample2_PA_CACAAACCACAGCGTC | 19.85941 Sample1_AO_GCGACCATCTCAAGTG | 19.85954 S3PA_TCGCGTTGTTGTCGCG | 19.85974 S4AO2_CATTCGCAGGGTGTGT | 19.85983 S4AO1_ATTATCCAGCGTGAAC | 19.86034 S3AO_AGCTCTCGTTCTGGTA | 19.86074 S4AO2_AGTCTTTAGTCCAGGA | 19.86108 S3PA_TCGAGGCAGGCCCGTT | 19.86283 Sample2_AO_CTCTACGAGTGTTAGA | 19.86443 S3PA_ATTTCTGCACAAGCCC | 19.86487 S3PA_TGTATTCAGGTGTGGT | 19.86501 S3PA_CTTAGGATCACAAACC | 19.8657 Sample2_AO_GTATCTTAGTAGATGT | 19.86605 Sample2_AO_GATCGATTCCGAACGC | 19.86689 S3AO_TACAGTGCACGGTAAG | 19.86704 S4PA_TGCGGGTTCTAACCGA | 19.86886 S4AO1_CAGCATAAGGGAGTAA | 19.86904 Sample2_AO_CCACTACCAGCAGTTT | 19.86945 S3AO_TGGCCAGTCATGCAAC | 19.86949 Sample1_AO_TAGACCAGTGCTTCTC | 19.86973 S4AO1_AACCGCGCACTGTGTA | 19.86982 S4AO2_AACTGGTCAGGGAGAG | 19.86988 S3AO_ATCATGGGTACAGCAG | 19.86999 S4AO2_CGTAGCGCATGTCTCC | 19.87057 Sample2_AO_ACGCCGAAGTGAACGC | 19.87223 Sample1_AO_TGGGAAGGTTTGTTGG | 19.87456 S3AO_AGTCTTTCACGGCGTT | 19.87465 Sample2_AO_CTCGAGGAGTGGGATC | 19.87525 Sample2_AO_CAGCGACCACCCATGG | 19.87653 S4AO2_TGTTCCGTCACAGTAC | 19.87677 S4AO1_TGGTTCCCACGAAGCA | 19.87806 S3PA_CTCGTCAAGGCAATTA | 19.87821 S4AO1_CTAGCCTAGCAGATCG | 19.87985 S4AO2_GATTCAGAGCTCCCAG | 19.88084 Sample2_AO_AGAGTGGCAGTTCCCT | 19.88168 S4AO2_CATATGGCAGACTCGC | 19.88225 S3AO_TGGACGCGTAGCTTGT | 19.88357 Sample2_AO_ATCATCTAGAAAGTGG | 19.88406 S3AO_GAACATCGTGCTCTTC | 19.88498 S4PA_ATCTACTTCGTTACGA | 19.88504 S4AO1_CTCAGAACATGCATGT | 19.8853 S4AO1_AGGTCCGAGTCCCACG | 19.88585 S4AO2_CACAGTAAGCCATCGC | 19.88738 Sample2_AO_TCGTACCCATCGGTTA | 19.88788 Sample1_AO_TCAGCAATCGACGGAA | 19.88796 S3AO_TCAGCAAGTTACGCGC | 19.88808 S4AO2_GTCACAACAGTCACTA | 19.88898 Sample1_AO_CCAATCCCAGTGAGTG | 19.8892 S4AO1_CGCTGGAAGGTGCTTT | 19.88941 Sample2_PA_ATCACGAGTTAAGGGC | 19.89052 S4PA_ACCCACTTCTAGAGTC | 19.89055 S3PA_GCATGTAAGTGTACCT | 19.89079 S3AO_CACATTTCACGTAAGG | 19.89144 Sample2_AO_CGGAGCTGTCTAACGT | 19.89158 S4AO1_GGGACCTGTACTCGCG | 19.89167 S3AO_ACGAGGACACCGAAAG | 19.89178 S4AO2_TAGACCAGTGGTGTAG | 19.89409 S4AO2_TTCTTAGCACTTCTGC | 19.89479 S4AO1_CATCGGGAGCAGCCTC | 19.89497 Sample1_AO_CTAGCCTAGGCGATAC | 19.89524 S3AO_CTTTGCGGTGAAATCA | 19.89582 Sample2_AO_TGGCCAGAGACGCTTT | 19.89661 Sample2_AO_GTCCTCAAGCTCCTTC | 19.89777 S3AO_ACGCCAGTCCTAGTGA | 19.89815 S4AO1_GTGTGCGAGGGAGTAA | 19.89823 S4AO2_CAGCTAAAGTGATCGG | 19.89851 S4AO2_CAAGGCCAGACAATAC | 19.89914 Sample2_PA_CCATTCGAGCAAATCA | 19.89951 S4AO2_GTACGTATCATTGCCC | 19.89978 S4AO2_AGTGGGAAGCTGATAA | 19.8998 Sample2_PA_CTTGGCTCATTTCACT | 19.90096 S4AO2_AGTGTCACATGACGGA | 19.90182 S3PA_CTGAAGTCAGCTGTAT | 19.90327 Sample2_AO_TTAGGACCATCTCCCA | 19.90378 S4AO1_GCAGCCATCAAAGACA | 19.90519 S4AO2_TGACAACGTGACGCCT | 19.90532 Sample2_AO_CTGTGCTTCAAGGTAA | 19.90611 S4AO1_TTAGTTCAGAGTCTGG | 19.90651 S3AO_CTTTGCGTCGCCGTGA | 19.90683 Sample2_AO_AGTGTCACAACCGCCA | 19.9074 S3AO_GATCGTACAGCAGTTT | 19.90766 S4AO1_TCAGGATTCAGCCTAA | 19.90836 S4AO1_AACTGGTGTAAGAGGA | 19.90976 Sample2_PA_GCACATAAGAAACCGC | 19.91016 Sample2_AO_TCTCATACATTGCGGC | 19.91031 S4AO1_CTCATTAAGCTTTGGT | 19.91035 S4AO2_GTTCGGGAGCTCTCGG | 19.91082 S4AO2_TTGGCAACACTACAGT | 19.91138 S4AO2_AGATCTGGTGGCAAAC | 19.9114 Sample2_AO_TGTGTTTTCAACCAAC | 19.91151 S4AO2_GATGAAACAAAGTGCG | 19.91172 S4PA_CGAGAAGCAAAGGAAG | 19.91255 Sample1_AO_AACTGGTGTCGAAAGC | 19.91452 S3PA_GAACGGACACGCATCG | 19.91518 S3AO_GACGTTAGTTCCATGA | 19.91601 S3PA_ACACCGGTCTATGTGG | 19.91667 S4AO1_GAAGCAGGTATAGGGC | 19.9169 S4AO2_TGCCCTAGTTACGACT | 19.91721 S4PA_GACCTGGCAAGCGAGT | 19.91745 Sample1_AO_TACGGGCAGCCACCTG | 19.91834 S4AO1_TGTGTTTCATGTCTCC | 19.91854 S3PA_ATCTACTAGTTGCAGG | 19.91877 S4AO2_AGGGAGTAGTGGAGAA | 19.92081 Sample2_PA_GATTCAGAGGGCATGT | 19.92137 Sample1_AO_TGAGGGAAGAGGTACC | 19.9214 S3PA_TTGTAGGTCAATACCG | 19.92364 Sample1_AO_GCAGCCAAGCAGGTCA | 19.92397 Sample2_AO_ACGTCAAAGCGTAATA | 19.924 S3AO_ACGAGGATCAGCAACT | 19.92404 S4AO1_CTCGAGGAGAGCCCAA | 19.9244 Sample1_AO_TGTCCCATCGCTTAGA | 19.92486 S3AO_AACCGCGAGTAATCCC | 19.92634 S3PA_TGGACGCGTAAGAGGA | 19.9265 S3PA_AAGGAGCAGCTAGTCT | 19.92673 S3PA_TTCTTAGCACATGTGT | 19.92713 S4AO1_GCACTCTCAGGGAGAG | 19.92764 S4AO2_GTTACAGGTGTGTGCC | 19.92789 S4PA_CGCTATCAGGCTAGGT | 19.9284 S4PA_GAAACTCTCCCTCAGT | 19.92928 Sample2_AO_CGGACTGGTCAACATC | 19.93245 S4AO2_TGACTTTTCCCTAATT | 19.93286 Sample1_AO_CTGATCCTCGAGAACG | 19.93324 Sample2_PA_TTGCGTCGTCATTAGC | 19.93349 Sample2_PA_AGGGAGTCAAGTCTGT | 19.93373 S3AO_TTAGGACAGGGTCGAT | 19.93493 S4AO2_AACCATGCAGATGGCA | 19.93502 S3AO_GGATGTTTCTATGTGG | 19.93511 S4AO1_GATCGATGTCACTGGC | 19.93539 Sample1_AO_ACGGAGAAGGCCGAAT | 19.93551 Sample1_AO_GGCTCGACAGCGTTCG | 19.93558 S4AO2_CAAGGCCAGTGTACGG | 19.93629 S4AO1_ACGGGTCGTGGCCCTA | 19.93679 S4AO2_GTCACAACACGCATCG | 19.93681 Sample2_AO_GTAGGCCGTCTGGTCG | 19.93796 Sample2_AO_GTAACGTTCGCTAGCG | 19.93817 Sample1_AO_AGGGAGTGTTCCGTCT | 19.93882 S3AO_GTTCATTGTTAAGAAC | 19.93931 S4AO2_CGATCGGGTGACGGTA | 19.93939 S3AO_CAGAGAGAGAAACGAG | 19.93941 S4AO1_CCTTACGGTGTGGTTT | 19.93987 S3AO_CCGGGATAGAGCTTCT | 19.9411 S3PA_TGGTTAGAGCTGTTCA | 19.94134 Sample2_AO_CGTGTCTAGGTCGGAT | 19.94182 S4AO1_TTGCCGTGTACCGCTG | 19.94195 S3AO_ATCTGCCCAAGTCATC | 19.94212 S3PA_GTGCAGCTCTGAGTGT | 19.94361 S4PA_GTATTCTCAGTAAGCG | 19.94401 Sample1_AO_CTGAAGTCACATTAGC | 19.94425 Sample2_AO_GATGCTACAACACCCG | 19.94511 Sample2_AO_CTTAGGATCGTGGTCG | 19.9455 Sample1_AO_ACGATACGTAAACGCG | 19.94554 S4AO2_CGTTCTGCACAGATTC | 19.94597 S3AO_ACGAGGATCACGATGT | 19.9464 Sample2_AO_CGATCGGTCACGCGGT | 19.94933 Sample2_PA_ACCTTTACAAGCCTAT | 19.95025 S4AO1_AAAGATGGTAGCGCTC | 19.95056 S3AO_TTTGGTTGTTGCCTCT | 19.95067 Sample2_AO_CGTGAGCTCGGCGCAT | 19.95083 S4AO1_CTTTGCGGTAGTGAAT | 19.9511 Sample2_AO_CCGGGATTCCAAGTAC | 19.95291 Sample2_AO_CCCAATCCAAGCTGGA | 19.95345 S3AO_CTGTGCTAGCCCAATT | 19.95377 S3PA_GCAAACTGTGAGGGTT | 19.95378 S4AO1_ACCAGTAGTTTGACTG | 19.95513 S4AO1_GCGCAACTCAACACGT | 19.95534 Sample1_AO_TGAGGGAAGTCGAGTG | 19.95542 S4AO1_ACGGGCTCACATGACT | 19.95563 S3AO_ACACCAAAGAATGTTG | 19.95565 S4PA_TCAACGAGTGAAAGAG | 19.95586 Sample2_PA_GAGCAGACAAACAACA | 19.9559 S3AO_CAGAATCCAGCAGTTT | 19.95606 Sample2_AO_ACGGAGAAGTTGTCGT | 19.95608 S3PA_GCTGCGAGTGAACCTT | 19.95631 S4PA_AAACCTGTCTGCGTAA | 19.95667 S4AO1_CATTCGCAGGAATTAC | 19.9571 S3AO_GCGAGAACATCGTCGG | 19.95944 S4PA_GACCTGGTCGTCCGTT | 19.9595 S3AO_GATGAGGCAGCTGCTG | 19.95953 S4AO1_CACACAAGTTGATTCG | 19.95967 S3PA_GGTGTTATCGCAAGCC | 19.95973 Sample2_AO_CGATGGCCAAGAGTCG | 19.9601 S4AO1_AAGGAGCTCAGAGCTT | 19.96051 Sample2_AO_AAAGTAGGTAGCCTCG | 19.9611 S3AO_GATTCAGGTGCGGTAA | 19.96152 Sample2_AO_GATTCAGCAGCTGTTA | 19.96263 S4AO1_CGCCAAGTCGGGAGTA | 19.9634 S4AO2_TGAAAGACAGGATCGA | 19.96362 S4AO1_GATGCTAGTCCGTTAA | 19.96373 Sample2_PA_CGATCGGTCACTATTC | 19.96388 S3AO_GACGTGCTCAAACAAG | 19.96467 Sample2_AO_TTAGTTCGTCCGAACC | 19.96504 S3PA_GTTTCTAGTATCACCA | 19.96545 S4AO2_CGTTAGAAGGAGTACC | 19.96717 S3AO_AGGTCCGAGCACCGTC | 19.96969 S3PA_ATCCGAACAAAGAATC | 19.97066 S3AO_CATCGAACAGATCCAT | 19.97104 S4AO2_GTCGTAATCGTTGACA | 19.97197 Sample2_AO_TCTTCGGGTCTGCAAT | 19.97206 S3AO_CGACTTCCAGGTCGTC | 19.97241 Sample2_PA_CATTATCTCAACTCTT | 19.97263 S4AO2_GTACGTACACCAGGTC | 19.9729 S4AO1_GAAGCAGCACTTAAGC | 19.97393 S4AO1_CTCGGAGTCATCACCC | 19.97438 Sample2_AO_GGGAGATCAACACCTA | 19.97446 Sample2_AO_AGATTGCGTAAATGAC | 19.97456 S4AO2_TCGTACCCAAATACAG | 19.97505 S4PA_AGTGAGGCAGACTCGC | 19.97514 S3AO_CCTCAGTCAAGCCATT | 19.9752 S4AO1_CATGCCTCAAGTCTGT | 19.97556 S3AO_GCGACCAGTTGTACAC | 19.97563 Sample2_AO_AACCATGCAAAGTGCG | 19.97637 Sample2_PA_TTTACTGGTAGCTGCC | 19.97682 Sample2_AO_ACGAGGACAGATCCAT | 19.97746 Sample2_PA_CGAGCCACATGGTAGG | 19.97826 Sample2_AO_GATCGATAGCCACGCT | 19.9783 Sample2_AO_GATCGATTCACAATGC | 19.97868 Sample1_AO_CAACTAGAGTCTCGGC | 19.98022 Sample2_PA_GACGTGCGTAACGTTC | 19.98033 S4AO1_AACCATGAGAGTAAGG | 19.98051 Sample1_AO_CCGGTAGGTTAAGTAG | 19.98058 Sample2_AO_CAAGAAATCCAGAAGG | 19.98141 S4AO2_CAGTAACCATGCCTAA | 19.98166 S3PA_CCAATCCTCCACGCAG | 19.98264 Sample2_AO_CCACGGACACCGATAT | 19.9832 S4AO1_TAGCCGGCACCACCAG | 19.98382 Sample2_AO_AGATCTGAGCCCAATT | 19.98513 S3AO_GTTAAGCAGATATGGT | 19.98612 S4AO1_GGCCGATAGAAGGCCT | 19.98662 S4AO2_AACCATGCACGGCCAT | 19.98666 S3PA_TGACGGCGTCAGGACA | 19.98763 S3AO_CAGCCGACAGACGCCT | 19.9884 S4AO2_GGTGTTACAAGCGATG | 19.9893 S3AO_GCGAGAACATTCCTGC | 19.98968 S3AO_AAACCTGTCCGATATG | 19.98973 S4AO1_TCAGGATTCGCCGTGA | 19.98978 Sample2_AO_GAACCTATCTGCGGCA | 19.98984 Sample1_AO_TGACTTTTCGTGGACC | 19.99124 S3PA_CGTCCATTCTCAAACG | 19.99126 S4AO1_GACCAATAGCCTTGAT | 19.99163 S3PA_GATCGATGTTGCGCAC | 19.99177 S4AO2_GATCGTACAACTGGCC | 19.9921 S3AO_CATCGAAGTCTAAACC | 19.99215 S4PA_TCATTACCATCTACGA | 19.99298 S4AO2_GGGATGAAGGCCATAG | 19.99324 Sample1_AO_ACCCACTTCACCGGGT | 19.99332 Sample1_AO_CATATTCCATCACGTA | 19.99333 Sample2_AO_TTAGTTCTCCGTTGTC | 19.99333 Sample1_AO_CACATAGGTTCCGGCA | 19.99407 S3PA_AACACGTGTATATGGA | 19.9943 S3AO_GCAGTTACAGGATTGG | 19.99465 S4AO1_CAACTAGTCAATAAGG | 19.99484 S3PA_TGCTACCGTAGCCTCG | 19.99604 S4AO2_TTGTAGGCACCCATGG | 19.99643 S4AO2_ACGCAGCGTCACCTAA | 19.99647 S4AO1_CGAGCCAAGTCAAGGC | 19.99677 S3AO_TGTGTTTTCCAGATCA | 19.99709 S4PA_AGGGAGTGTCTGGTCG | 19.99867 Sample2_AO_TCAACGACACTGTGTA | 20.00025 S3AO_CGAGCACTCTCGAGTA | 20.00032 S4AO1_GTAACTGTCTAGCACA | 20.00101 Sample2_PA_GTGTGCGAGACACGAC | 20.00208 S4AO2_GCATGATGTAGCGTCC | 20.00224 Sample1_AO_TGCGTGGGTGTTTGGT | 20.00279 S4AO2_TGCCCATGTCTCACCT | 20.00349 Sample2_AO_TTTACTGAGACTTGAA | 20.00374 S3PA_ATTGGACGTTCCATGA | 20.00396 S4AO1_CAAGTTGAGGAGTTGC | 20.00419 Sample1_AO_AACTCTTTCCAACCAA | 20.00587 Sample2_PA_CAGAGAGAGCGAAGGG | 20.00635 S4AO1_CATATTCAGCTAGCCC | 20.00665 Sample2_AO_CCTTTCTGTCCCTTGT | 20.00688 Sample2_AO_TCGGGACCACAAGTAA | 20.00762 S3AO_GCACATAAGTGGCACA | 20.00891 S3AO_CGATGGCAGTCTCAAC | 20.0097 S4AO2_TAAGTGCGTGCAACTT | 20.00979 Sample2_AO_AGGCCACGTAAGGATT | 20.00986 S4AO1_AGCTTGAGTGAGCGAT | 20.01058 Sample2_AO_ATAACGCAGATATGGT | 20.0106 S3AO_TGCTACCTCCGAGCCA | 20.01083 S3AO_TACGGGCTCTTTAGGG | 20.01125 S4AO1_TACTCGCTCTGCGTAA | 20.01159 S3AO_TGCCCTATCAGTCCCT | 20.01241 S4AO1_TGTTCCGGTTCAGGCC | 20.0138 S4AO2_GGACGTCTCTATGTGG | 20.01396 S4AO1_GATCTAGCAATAGCAA | 20.01458 S4PA_CGAGCCAGTAATCACC | 20.01511 S3PA_TTCGAAGAGAATTCCC | 20.0154 S3PA_AGAATAGTCATGGTCA | 20.01659 S3AO_ACCGTAACATGTCGAT | 20.01669 S3AO_AGGCCACGTGACAAAT | 20.01707 S3AO_GGTGTTAAGTCCATAC | 20.01737 Sample2_AO_AAATGCCCACAGGAGT | 20.01745 S3AO_CTAGTGACACGCATCG | 20.0177 S4AO1_GTCAAGTAGAGACTTA | 20.01778 Sample1_AO_CTACACCCATGTAAGA | 20.01811 Sample2_AO_GGACAAGAGACGCTTT | 20.01833 Sample1_AO_GTCGTAATCGTGGTCG | 20.01871 S3AO_TTATGCTCAATAGAGT | 20.01874 S4AO1_TCAGCAAAGTGTCTCA | 20.0195 Sample2_AO_CGGAGTCGTAGCGATG | 20.01959 S4AO1_GCGCAGTTCCCATTAT | 20.01978 S4AO2_CTTTGCGAGTGTTTGC | 20.0204 S4AO2_CGAGAAGCAGGATCGA | 20.02051 S3PA_ATGAGGGGTAGGCTGA | 20.02086 S4AO1_GATCGATCACAACGTT | 20.0214 Sample2_AO_CTCTGGTCAGGCTCAC | 20.02177 Sample2_AO_GGGATGATCGAGCCCA | 20.02186 S4AO1_TTGCGTCGTACAGACG | 20.02198 S4PA_GTTCATTTCTGACCTC | 20.02229 S4AO2_AGAGTGGAGTCCAGGA | 20.02285 S3PA_AAGGAGCAGTGCCATT | 20.02388 S3PA_TGCGTGGTCCCTCTTT | 20.02453 S3AO_GTTCGGGAGTGGTCCC | 20.02521 S4AO2_CCACTACGTAGGGTAC | 20.02651 S3PA_AAGGTTCGTCAACTGT | 20.02682 Sample2_PA_TGTTCCGTCTGGGCCA | 20.02709 Sample2_PA_CGACTTCTCGCATGAT | 20.02775 S3AO_GTCAAGTGTTCCTCCA | 20.02789 Sample2_AO_AAAGCAATCTTCGGTC | 20.02952 S3PA_CGGCTAGAGCCGATTT | 20.02968 S4AO2_TTTGGTTGTTGGGACA | 20.0302 Sample1_AO_CTAGCCTTCAGTCCCT | 20.03027 Sample2_PA_ATCCGAATCGCACTCT | 20.03041 S4PA_CACAAACCATCGACGC | 20.03076 Sample2_PA_GAAATGAAGACTTGAA | 20.03283 Sample2_PA_AGCTTGATCCTCGCAT | 20.03303 Sample2_PA_TGAGCATGTTATGTGC | 20.03333 S4AO1_CATTCGCTCTTGAGGT | 20.03356 S4AO2_CGTGAGCCACAGATTC | 20.03421 S4AO1_AGGTCATCATCCCACT | 20.03608 Sample2_AO_TATTACCAGACTAAGT | 20.03629 S3PA_GGTGAAGAGACGCAAC | 20.03677 Sample1_AO_CGGAGTCGTCCCTACT | 20.03707 S4AO2_CTGATAGTCGCGGATC | 20.03767 S4AO2_GGAGCAAAGATACACA | 20.03787 Sample2_PA_TCGAGGCAGGGTTCCC | 20.03812 Sample2_PA_ACGGGTCGTACGACCC | 20.03907 S3AO_CTGATCCAGAGGTAGA | 20.03944 S3AO_TGGCTGGGTGTGAATA | 20.03981 Sample1_AO_CGCGTTTCACCGTTGG | 20.04022 S4AO1_AAGGAGCAGAGTGACC | 20.04039 S4AO1_AACCGCGCAAAGGCGT | 20.04152 Sample1_AO_TCTTTCCAGACTTGAA | 20.04229 Sample2_PA_GCAAACTTCTGTTGAG | 20.04368 Sample2_AO_GATTCAGAGGGTGTTG | 20.04456 S3AO_TAGTGGTTCCAGAGGA | 20.0446 Sample2_AO_AGCTCTCAGGAGCGTT | 20.04497 Sample2_PA_ACTGTCCCAAACCTAC | 20.04602 S4AO2_CCACTACGTAAAGTCA | 20.04756 S4AO1_ACAGCTAGTCCATCCT | 20.04834 S3AO_ACGCCGATCTCTGAGA | 20.04852 S3PA_GACTACATCATCACCC | 20.04896 S4AO2_CTCTGGTCACTTAAGC | 20.04914 Sample2_AO_CCGTACTCAAACTGCT | 20.05051 Sample2_AO_TTAGGACAGCTACCGC | 20.05159 S4AO2_TCGTACCAGAGACTAT | 20.05162 S4AO1_ATTACTCCATGAGCGA | 20.05187 S4AO1_GGGAATGAGGCGACAT | 20.05224 S4AO1_TTTGGTTGTGTTTGTG | 20.0537 S4AO1_GTTCGGGAGACCACGA | 20.05461 S4AO2_TGCGTGGCAAGCTGGA | 20.05467 S3AO_TCAGCTCCATGTAGTC | 20.05484 Sample1_AO_TTATGCTTCGCGATCG | 20.05579 Sample2_PA_GTTTCTACACGACTCG | 20.05582 Sample2_AO_TTTACTGGTTCAGCGC | 20.0561 S4AO2_GCAAACTGTCTCAACA | 20.05641 S4PA_GCACTCTTCTAGAGTC | 20.05681 Sample2_AO_CTACGTCCATTCACTT | 20.05683 Sample2_PA_CGGGTCATCAGTTAGC | 20.05709 S4AO1_TTAGTTCCAAATTGCC | 20.0579 S3PA_TTCGAAGGTAGAGGAA | 20.05816 Sample2_AO_GTTCTCGTCCAAGTAC | 20.05828 S4AO2_TGAGCATGTGTAATGA | 20.05988 S4AO2_GTTAAGCAGCCCTAAT | 20.06036 S3PA_ACTTGTTTCATTGCCC | 20.06084 S4PA_TGCACCTCATGGTTGT | 20.06176 S4AO2_CTCGAAATCCTGCCAT | 20.0618 S4AO2_AACCATGAGTGTTAGA | 20.06259 Sample2_PA_GATCGATGTACATGTC | 20.06303 Sample2_AO_GCAAACTGTGCCTGTG | 20.06326 Sample1_AO_CTGTGCTTCTTTCCTC | 20.06333 Sample2_PA_AGAGCTTGTCCAACTA | 20.06384 S4AO2_ATAGACCCATTATCTC | 20.06386 S4AO2_GCACATATCTGTGCAA | 20.0641 S3PA_TGTGTTTAGTGGACGT | 20.0642 Sample2_PA_GAGCAGAGTTCAACCA | 20.06424 S4AO1_AGTCTTTGTACCGCTG | 20.0646 S4AO1_CTCGAAAAGAGCTTCT | 20.06505 ......... ......... ......... S4AO2_CCGTGGATCACTCTTA | 21.70129 Sample2_PA_CAGATCACAGACACTT | 21.70132 Sample2_AO_GGATTACTCCCAAGAT | 21.70145 S3AO_GGGCATCCAAACAACA | 21.70145 S4AO2_TGAGCATTCGGACAAG | 21.70223 S4AO1_TCGCGTTCAATGTTGC | 21.70229 S4AO1_AAACCTGCACAACGCC | 21.70242 S3PA_CACACCTGTTACGCGC | 21.7025

cflerin commented 4 years ago

Thanks for posting that output. Unfortunately it doesn't look like there's anything obviously wrong with your data (missing values, etc.), so I'm not sure why you are getting this index error.

akramdi commented 4 years ago

Hi,

I am here because I've encountered the exact same error with my data. In my case, setting num_workers to 1 did not work either (it results in the same error).. Is there any other solution to binarize the auc matrix ?

andrewni4313 commented 3 years ago

I have the same issue. It occurs on some datasets but not on others and size doesn't seem to be the issue as smaller datasets sometimes error out when larger ones don't.

andrewni4313 commented 3 years ago

Update so I ran binarization individually on every single regulon/column of auc_mtx and it errored out on a specific column:

for start in tqdm(range(0, len(auc_mtx.columns))):
    print(auc_mtx.iloc[:,start:start+1].columns)
    binary_mtx, auc_thresholds = binarize(auc_mtx.iloc[:,start:start+1], seed=42, num_workers=1)
56% 58/103 [09:32<08:00, 10.69s/it]
Index(['AI987944'], dtype='object', name='Regulon')
Index(['Arntl2'], dtype='object', name='Regulon')
Index(['Atf3'], dtype='object', name='Regulon')
Index(['Atf4'], dtype='object', name='Regulon')
Index(['Bcl11b'], dtype='object', name='Regulon')
Index(['Bcl3'], dtype='object', name='Regulon')
Index(['Bclaf1'], dtype='object', name='Regulon')
Index(['Bhlhe41'], dtype='object', name='Regulon')
Index(['Bmyc'], dtype='object', name='Regulon')
Index(['Brf1'], dtype='object', name='Regulon')
Index(['Cebpb'], dtype='object', name='Regulon')
Index(['Cebpz'], dtype='object', name='Regulon')
Index(['Chd2'], dtype='object', name='Regulon')
Index(['Creb1'], dtype='object', name='Regulon')
Index(['Creb5'], dtype='object', name='Regulon')
Index(['Crem'], dtype='object', name='Regulon')
Index(['Ddit3'], dtype='object', name='Regulon')
Index(['E2f1'], dtype='object', name='Regulon')
Index(['E2f2'], dtype='object', name='Regulon')
Index(['E2f4'], dtype='object', name='Regulon')
Index(['E2f7'], dtype='object', name='Regulon')
Index(['E2f8'], dtype='object', name='Regulon')
Index(['Egr2'], dtype='object', name='Regulon')
Index(['Ehf'], dtype='object', name='Regulon')
Index(['Elf1'], dtype='object', name='Regulon')
Index(['Elf2'], dtype='object', name='Regulon')
Index(['Elf4'], dtype='object', name='Regulon')
Index(['Ets1'], dtype='object', name='Regulon')
Index(['Etv1'], dtype='object', name='Regulon')
Index(['Etv6'], dtype='object', name='Regulon')
Index(['Ezh2'], dtype='object', name='Regulon')
Index(['Fli1'], dtype='object', name='Regulon')
Index(['Fos'], dtype='object', name='Regulon')
Index(['Fosb'], dtype='object', name='Regulon')
Index(['Fosl2'], dtype='object', name='Regulon')
Index(['Foxn3'], dtype='object', name='Regulon')
Index(['Foxo1'], dtype='object', name='Regulon')
Index(['Foxo3'], dtype='object', name='Regulon')
Index(['Foxp2'], dtype='object', name='Regulon')
Index(['Gabpa'], dtype='object', name='Regulon')
Index(['Gabpb1'], dtype='object', name='Regulon')
Index(['Gm14308'], dtype='object', name='Regulon')
Index(['Gtf2f1'], dtype='object', name='Regulon')
Index(['Gtf3c2'], dtype='object', name='Regulon')
Index(['Hdac2'], dtype='object', name='Regulon')
Index(['Hmga1'], dtype='object', name='Regulon')
Index(['Hoxb2'], dtype='object', name='Regulon')
Index(['Hsf1'], dtype='object', name='Regulon')
Index(['Irf1'], dtype='object', name='Regulon')
Index(['Irf2'], dtype='object', name='Regulon')
Index(['Irf7'], dtype='object', name='Regulon')
Index(['Irf8'], dtype='object', name='Regulon')
Index(['Irf9'], dtype='object', name='Regulon')
Index(['Jdp2'], dtype='object', name='Regulon')
Index(['Jun'], dtype='object', name='Regulon')
Index(['Junb'], dtype='object', name='Regulon')
Index(['Jund'], dtype='object', name='Regulon')
Index(['Kdm5a'], dtype='object', name='Regulon')
Index(['Klf2'], dtype='object', name='Regulon')

IndexError: index 0 is out of bounds for axis 0 with size 0

It errors out on Klf2 regulon. This doesn't seem to be specific to this regulon, however, as Klf2 works in other datasets I have tried.

When I removed this column/regulon the binarization proceeded as normal and did not error.

Here is the data for that one column: error_column.txt

Hopefully, a solution to the error can be found with this!

akramdi commented 3 years ago

Hi @andrewni4313 Here's my fix for this issue. I found that this error is caused by a failure of one of the two methods used to drive the threshold for binarization. Here's the guilty function:

https://github.com/aertslab/pySCENIC/blob/436561fd6179ececdf8ae6faa6da3dc4963a11e6/src/pyscenic/binarization.py#L18-L64

Two methods are implemented (HDT, BIC) but only one is used (method: str = 'hdt'). I edited this function so that the second method is used if the first one fails (done by catching the IndexError):

def derive_threshold(auc_mtx: pd.DataFrame, regulon_name: str, seed=None) -> float:
    '''
    Derive threshold on the AUC values of the given regulon to binarize the cells in two clusters: "on" versus "off"
    state of the regulator.

    :param auc_mtx: The dataframe with the AUC values for all cells and regulons (n_cells x n_regulons).
    :param regulon_name: the name of the regulon for which to predict the threshold.
    :param method: The method to use to decide if the distribution of AUC values for the given regulon is not unimodel.
        Can be either Hartigan's Dip Test (HDT) or Bayesian Information Content (BIC). The former method performs better
        but takes considerable more time to execute (40min for 350 regulons). The BIC compares the BIC for two Gaussian
        Mixture Models: single versus two components.
    :return: The threshold on the AUC values.
    '''
    assert auc_mtx is not None and not auc_mtx.empty
    assert regulon_name in auc_mtx.columns
    #assert method in {'hdt', 'bic'}

    data = auc_mtx[regulon_name].values
    if seed:
        np.random.seed(seed=seed)

    def isbimodal(data):
        try:
            # Use Hartigan's dip statistic to decide if distribution deviates from unimodality.
            _, pval, _ = diptst(np.msort(data))
            return (pval is not None) and (pval <= 0.05)
        except IndexError:
            # Compare Bayesian Information Content of two Gaussian Mixture Models.
            X = data.reshape(-1, 1)
            gmm2 = mixture.GaussianMixture(n_components=2, covariance_type='full', random_state=seed).fit(X)
            gmm1 = mixture.GaussianMixture(n_components=1, covariance_type='full', random_state=seed).fit(X)
            return gmm2.bic(X) <= gmm1.bic(X)

    if not isbimodal(data):
        # For a unimodal distribution the threshold is set as mean plus two standard deviations.
        return data.mean() + 2.0*data.std()
    else:
        # Fit a two component Gaussian Mixture model on the AUC distribution using an Expectation-Maximization algorithm
        # to identify the peaks in the distribution.
        gmm2 = mixture.GaussianMixture(n_components=2, covariance_type='full', random_state=seed).fit(data.reshape(-1, 1))
        # For a bimodal distribution the threshold is defined as the "trough" in between the two peaks.
        # This is solved as a minimization problem on the kernel smoothed density.
        return minimize_scalar(fun=stats.gaussian_kde(data),
                               bounds=sorted(gmm2.means_),
                               method='bounded').x[0]

This worked for me, I hope it helps! Maybe @cflerin can confirm if this solves the issue.

Best, Amira

wangjiawen2013 commented 1 year ago

Hi, I met an new error in this step (auc_mtx_binary = binarize(auc_mtx,num_workers=15) now, hope you kindly enough to check it :

multiprocessing.pool.RemoteTraceback: """ Traceback (most recent call last): File "/home/wangjw/programs/miniconda3/envs/scenic/lib/python3.7/multiprocessing/pool.py", line 121, in worker result = (True, func(*args, **kwds)) File "/home/wangjw/programs/miniconda3/envs/scenic/lib/python3.7/multiprocessing/pool.py", line 47, in starmapstar return list(itertools.starmap(args[0], args[1])) File "/home/wangjw/programs/miniconda3/envs/scenic/lib/python3.7/site-packages/pyscenic/binarization.py", line 52, in derivethreshold if not isbimodal(data, method): File "/home/wangjw/programs/miniconda3/envs/scenic/lib/python3.7/site-packages/pyscenic/binarization.py", line 43, in isbimodal , pval, = diptst(np.msort(data)) File "/home/wangjw/programs/miniconda3/envs/scenic/lib/python3.7/site-packages/pyscenic/diptest.py", line 53, in diptst d, (, idxs, left, , right, ) = dip_fn(dat, is_hist) File "/home/wangjw/programs/miniconda3/envs/scenic/lib/python3.7/site-packages/pyscenic/diptest.py", line 102, in dip_fn left_part, left_touchpoints = gcm(work_cdf-work_histogram, work_idxs) File "/home/wangjw/programs/miniconda3/envs/scenic/lib/python3.7/site-packages/pyscenic/diptest.py", line 29, in gcm distances = work_idxs[1:] - work_idxs[0] numpy.core._exceptions._UFuncNoLoopError: ufunc 'subtract' did not contain a loop with signature matching types (dtype('<U25'), dtype('<U25')) -> None """

The above exception was the direct cause of the following exception:

Traceback (most recent call last): File "binarize.py", line 6, in auc_mtx_binary = binarize(auc_mtx,num_workers=15) File "/home/wangjw/programs/miniconda3/envs/scenic/lib/python3.7/site-packages/pyscenic/binarization.py", line 79, in binarize thresholds = derive_thresholds(auc_mtx) File "/home/wangjw/programs/miniconda3/envs/scenic/lib/python3.7/site-packages/pyscenic/binarization.py", line 77, in derive_thresholds thrs = p.starmap( derive_threshold, [ (auc_mtx, c, seed) for c in auc_mtx.columns ] ) File "/home/wangjw/programs/miniconda3/envs/scenic/lib/python3.7/multiprocessing/pool.py", line 276, in starmap return self._map_async(func, iterable, starmapstar, chunksize).get() File "/home/wangjw/programs/miniconda3/envs/scenic/lib/python3.7/multiprocessing/pool.py", line 657, in get raise self._value numpy.core._exceptions.UFuncTypeError: ufunc 'subtract' did not contain a loop with signature matching types (dtype('<U25'), dtype('<U25')) -> None

Tripfantasy commented 8 months ago

@wangjiawen2013 Hello, have you found a fix for this error? Encountered it recently so I'm going to leave an additional note:

I think a likely issue is when converting the pd.dataframe generated from the aucell command to a .csv file it will default the 'cell' index to a culumn. Specifying the cell column as an index in pd.read_csv() allowed the binarization function to run successfully. Hope this helps!

bin_auc = pd.read_csv('bin_auc.csv',index_col='Cell')
wangjiawen2013 commented 8 months ago

@Tripfantasy I haven't used it for a long time. I'll try it later.

apal6 commented 2 days ago

Hi,

I am having the same error- Can you help ?

bin_auc = pd.read_csv('auc_mtx.csv',index_col='Cell')
auc_mtx_bi = binarize(bin_auc)

Error:

`---------------------------------------------------------------------------
RemoteTraceback                           Traceback (most recent call last)
RemoteTraceback: 
"""
Traceback (most recent call last):
  File "/share/software/user/open/python/3.9.0/lib/python3.9/multiprocessing/pool.py", line 125, in worker
    result = (True, func(*args, **kwds))
  File "/share/software/user/open/python/3.9.0/lib/python3.9/multiprocessing/pool.py", line 51, in starmapstar
    return list(itertools.starmap(args[0], args[1]))
  File "/home/users/apal6/.local/lib/python3.9/site-packages/pyscenic/binarization.py", line 56, in derive_threshold
    if not isbimodal(data, method):
  File "/home/users/apal6/.local/lib/python3.9/site-packages/pyscenic/binarization.py", line 43, in isbimodal
    _, pval, _ = diptst(np.msort(data))
  File "/home/users/apal6/.local/lib/python3.9/site-packages/pyscenic/diptest.py", line 64, in diptst
    else (np.less(d, unif_dips).sum() + 1) / (np.float(numt) + 1)
  File "/share/software/user/open/py-numpy/1.24.2_py39/lib/python3.9/site-packages/numpy/__init__.py", line 305, in __getattr__
    raise AttributeError(__former_attrs__[attr])
AttributeError: module 'numpy' has no attribute 'float'.
`np.float` was a deprecated alias for the builtin `float`. To avoid this error in existing code, use `float` by itself. Doing this will not modify any behavior and is safe. If you specifically wanted the numpy scalar type, use `np.float64` here.
The aliases was originally deprecated in NumPy 1.20; for more details and guidance see the original release note at:
    https://numpy.org/devdocs/release/1.20.0-notes.html#deprecations
"""

The above exception was the direct cause of the following exception:

AttributeError                            Traceback (most recent call last)
/tmp/ipykernel_5764/2118852679.py in <module>
----> 1 auc_mtx_bi = binarize(bin_auc)

~/.local/lib/python3.9/site-packages/pyscenic/binarization.py in binarize(auc_mtx, threshold_overides, seed, num_workers)
     92         return pd.Series(index=auc_mtx.columns, data=thrs)
     93 
---> 94     thresholds = derive_thresholds(auc_mtx)
     95     if threshold_overides is not None:
     96         thresholds[list(threshold_overides.keys())] = list(threshold_overides.values())

~/.local/lib/python3.9/site-packages/pyscenic/binarization.py in derive_thresholds(auc_mtx, seed)
     87     def derive_thresholds(auc_mtx, seed=seed):
     88         with Pool(processes=num_workers) as p:
---> 89             thrs = p.starmap(
     90                 derive_threshold, [(auc_mtx, c, seed) for c in auc_mtx.columns]
     91             )

/share/software/user/open/python/3.9.0/lib/python3.9/multiprocessing/pool.py in starmap(self, func, iterable, chunksize)
    370         `func` and (a, b) becomes func(a, b).
    371         '''
--> 372         return self._map_async(func, iterable, starmapstar, chunksize).get()
    373 
    374     def starmap_async(self, func, iterable, chunksize=None, callback=None,

/share/software/user/open/python/3.9.0/lib/python3.9/multiprocessing/pool.py in get(self, timeout)
    769             return self._value
    770         else:
--> 771             raise self._value
    772 
    773     def _set(self, i, obj):

/share/software/user/open/python/3.9.0/lib/python3.9/multiprocessing/pool.py in worker()
    123         job, i, func, args, kwds = task
    124         try:
--> 125             result = (True, func(*args, **kwds))
    126         except Exception as e:
    127             if wrap_exception and func is not _helper_reraises_exception:

/share/software/user/open/python/3.9.0/lib/python3.9/multiprocessing/pool.py in starmapstar()
     49 
     50 def starmapstar(args):
---> 51     return list(itertools.starmap(args[0], args[1]))
     52 
     53 #

~/.local/lib/python3.9/site-packages/pyscenic/binarization.py in derive_threshold()
     54             return gmm2.bic(X) <= gmm1.bic(X)
     55 
---> 56     if not isbimodal(data, method):
     57         # For a unimodal distribution the threshold is set as mean plus two standard deviations.
     58         return data.mean() + 2.0 * data.std()

~/.local/lib/python3.9/site-packages/pyscenic/binarization.py in isbimodal()
     41         if method == "hdt":
     42             # Use Hartigan's dip statistic to decide if distribution deviates from unimodality.
---> 43             _, pval, _ = diptst(np.msort(data))
     44             return (pval is not None) and (pval <= 0.05)
     45         else:

~/.local/lib/python3.9/site-packages/pyscenic/diptest.py in diptst()
     62         None
     63         if unif_dips.sum() == 0
---> 64         else (np.less(d, unif_dips).sum() + 1) / (np.float(numt) + 1)
     65     )
     66 

/share/software/user/open/py-numpy/1.24.2_py39/lib/python3.9/site-packages/numpy/__init__.py in __getattr__()
    303 
    304         if attr in __former_attrs__:
--> 305             raise AttributeError(__former_attrs__[attr])
    306 
    307         # Importing Tester requires importing all of UnitTest which is not a

AttributeError: module 'numpy' has no attribute 'float'.
`np.float` was a deprecated alias for the builtin `float`. To avoid this error in existing code, use `float` by itself. Doing this will not modify any behavior and is safe. If you specifically wanted the numpy scalar type, use `np.float64` here.
The aliases was originally deprecated in NumPy 1.20; for more details and guidance see the original release note at:
    https://numpy.org/devdocs/release/1.20.0-notes.html#deprecations`

Thank you, Aastha

Tripfantasy commented 2 days ago

AttributeError: module 'numpy' has no attribute 'float'. np.float was a deprecated alias for the builtin float. To avoid this error in existing code, use float by itself. Doing this will not modify any behavior and is safe. If you specifically wanted the numpy scalar type, use np.float64 here. The aliases was originally deprecated in NumPy 1.20; for more details and guidance see the original release note at: https://numpy.org/devdocs/release/1.20.0-notes.html#deprecations`

Hi @apal6 , this portion explains some dependency error between numpy and the version of scenic you're running. This doesn't seem to involve any issues with the input pandas dataframe.

You'll either want to downgrade the numpy version to something prior to 1.20.0, or modify the binarization function source code to use the builtin 'float()' rather than 'np.float()'. Depending on the scenic changelog, they may've fixed this in a newer version.

You could change source code in 'binarization.py' at this line and see if it fixes:

else (np.less(d, unif_dips).sum() + 1) / (np.float(numt) + 1)

to:

else (np.less(d, unif_dips).sum() + 1) / (float(numt) + 1)

Good luck!

apal6 commented 2 days ago

Thank you, I still don't see this particular code:

def binarize(
    auc_mtx: pd.DataFrame,
    threshold_overides: Optional[Mapping[str, float]] = None,
    seed=None,
    num_workers=1,
) -> (pd.DataFrame, pd.Series):
    """
    "Binarize" the supplied AUC matrix, i.e. decide if for each cells in the matrix a regulon is active or not based
    on the bimodal distribution of the AUC values for that regulon.

    :param auc_mtx: The dataframe with the AUC values for all cells and regulons (n_cells x n_regulons).
    :param threshold_overides: A dictionary that maps name of regulons to manually set thresholds.
    :return: A "binarized" dataframe and a series containing the AUC threshold used for each regulon.
    """

    def derive_thresholds(auc_mtx, seed=seed):
        with Pool(processes=num_workers) as p:
            thrs = p.starmap(
                derive_threshold, [(auc_mtx, c, seed) for c in auc_mtx.columns]
            )
        return pd.Series(index=auc_mtx.columns, data=thrs)

    thresholds = derive_thresholds(auc_mtx)
    if threshold_overides is not None:
        thresholds[list(threshold_overides.keys())] = list(threshold_overides.values())
    return (auc_mtx > thresholds).astype(int), thresholds
Tripfantasy commented 2 days ago

Thank you, I still don't see this particular code

My bad @apal6 , the code you want to change is actually in diptest.py:

def diptst(dat, is_hist=False, numt=1000):
    """diptest with pval"""
    # sample dip
    d, (_, idxs, left, _, right, _) = dip_fn(dat, is_hist)

    # simulate from null uniform
    unifs = np.random.uniform(size=numt * idxs.shape[0]).reshape([numt, idxs.shape[0]])
    unif_dips = np.apply_along_axis(dip_fn, 1, unifs, is_hist, True)

    # count dips greater or equal to d, add 1/1 to prevent a pvalue of 0
    pval = (
        None
        if unif_dips.sum() == 0
        else (np.less(d, unif_dips).sum() + 1) / (np.float(numt) + 1)
    )